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cube

cube

cube Sentence Examples

  • For other speeds the power varies as the cube of the speed.

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  • It is not difficult to show that E = - (d 2 -r 2)q/rAP 3 - - (25), in other words, the force at P is inversely as the cube of the distance from A.

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  • That amount, if melted, would form a cube fifty-five feet on each side.

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  • Sofia dropped her purse on the desk in her cube without removing her sunglasses.

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  • Lankha shoved another cube in her mouth, then a third.

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  • She popped one water cube but replaced the sugary cube with some hesitation.

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  • She popped one water cube but replaced the sugary cube with some hesitation.

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  • I haven't been able to get you out of my cube for the past two weeks.

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  • He took away her pain first then shoved a water cube between her lips.

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  • 22) To find two numbers such that their product their sum gives a cube (IV.

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  • On the other hand, it is worth noticing that the words " quadrature " and " cubature " are originally due to geometrical rather than numerical considerations; the former implying the construction of a square whose area shall be equal to that of a given surface, and the latter the construction of a cube whose volume shall be equal to that of a given solid.

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  • The curve also permits the solution of the problems of duplicating a cube and trisecting an angle.

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  • In algebra, the "cube" of a quantity is the quantity multiplied by itself twice, i.e.

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  • (i) Cube: side a.

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  • This points to the conclusion that substitution has been effected in one of the cube faces.

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  • The power required to circulate the air through a mine increases as the cube of the velocity of the air current.

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  • For this purpose four vertical mirrors are arranged round the vertical sides of a cube which is rapidly revolved about a vertical axis.

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  • The power required to circulate the air through a mine increases as the cube of the velocity of the air current.

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  • When a z and the invariants B and C all vanish, either A or j must vanish; in the former case j is a perfect cube, its Hessian vanishing, and further f contains j as a factor; in the latter case, if p x, ax be the linear factors of i, f can be expressed as (pa) 5 f =cip2+c2ay; if both A and j vanish i also vanishes identically, and so also does f.

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  • It became known as the "Delian problem" or the "problem of the duplication of the cube," and ranks in historical importance with the problems of "trisecting an angle" and "squaring the circle."

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  • end of the temple is the fountain Glauce cut out of a cube of rock, apparently left standing when the material for the temple was quarried around it.

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  • The flame appears to lengthen, but if the reflection is viewed in a vertical mirror revolving about a vertical axis or in Koenig's cube of mirrors, it is seen that the flame is really intermittent, jumping up and down once with each vibration, sometimes apparently going within the jet tube at its lowest point.

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  • The flame appears to lengthen, but if the reflection is viewed in a vertical mirror revolving about a vertical axis or in Koenig's cube of mirrors, it is seen that the flame is really intermittent, jumping up and down once with each vibration, sometimes apparently going within the jet tube at its lowest point.

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  • In general his object is to reduce the final equation to a simple one by making such an assumption for the side of the square or cube to which the expression in x is to be equal as will make the necessary number of coefficients vanish.

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  • Yet it appears to be only an approximate relation, and therefore probably accidental, as the volume by the examples is too large to agree to the cube of the length or to the weight, differing 1/20, or sometimes even as 1/12.

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  • She ate two more of the sugar cubes and a water cube, eyes lingering on the bloody mess that was her jumper in the corner.

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  • The crystals are feebly doubly refracting, and in polarized light exhibit a banded structure parallel to the cube faces.

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  • Molly offered her a food and water cube, both of which lessened the pain throbbing through her.

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  • Tying her chosen anchor to one end of the rope, she sat to eat her sugary cube, checked again for the monster, and leaned out of the cave.

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  • Tying her chosen anchor to one end of the rope, she sat to eat her sugary cube, checked again for the monster, and leaned out of the cave.

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  • Apart from modifications in the details of sugar refining which have come into use in late years, it should be mentioned that loaf sugar made in conical moulds, and sugars made otherwise, to resemble loaf sugar, have practically disappeared from the trade, having been replaced by cube sugar, which is found to be more economical as subject to less waste by grocers and housekeepers, and also less troublesome to buy and sell.

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  • (If the molecules of air at normal temperature and pressure were arranged in cubical order, the edge of each cube would be about 2.9 X I o - ' cms.; the average diameter of a molecule in air is 2.8X Io - 8 cms.) Further and very important evidence as to the nature of the gaseous state of matter is provided by the experiments of Joule and Kelvin.

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  • Zeit., 1905, 29, p. 30), assumed the six carbon atoms to occupy six of the corners of a cube, each carbon atom being linked to a hydrogen atom and by single bonds to two neighbouring carbon atoms, the remaining valencies being directed to the unoccupied corners of the cube, three to each, where they are supposed to satisfy each other.

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  • The discriminant of f is equal to the discriminant of 0, and is therefore (0, 0') 2 = R; if it vanishes both f and 0 have two roots equal, 0 is a rational factor of f and Q is a perfect cube; the cube root being equal, to a numerical factor pres, to the square root of A.

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  • A famous problem concerning the cube, namely, to construct a cube of twice the volume of a given cube, was attacked with great vigour by the Pythagoreans, Sophists and Platonists.

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  • The discriminant of f is equal to the discriminant of 0, and is therefore (0, 0') 2 = R; if it vanishes both f and 0 have two roots equal, 0 is a rational factor of f and Q is a perfect cube; the cube root being equal, to a numerical factor pres, to the square root of A.

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  • Kb(30s, a cube), in geometry, a solid bounded by six equal squares, so placed that the angle between any pair of adjacent faces is a right angle.

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  • CUBE (Gr.

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  • She handed the pale woman a food and water cube and popped two of her own.  Standing, she waded into the brush where she'd thrown the knife.  It glinted in the morning light.  Katie swiped it, glad the trees didn't have a taste for metal as well as Immortal sustenance.

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  • "You have five minutes to leave my cube, or I'll bite your neck!" she retorted.

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  • I always bring Diablo a sugar cube.

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  • if a be the quantity a X a X a(= a) is its cube.

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  • Molly dug through her purse to retrieved a familiar brownish cube, like the ones Katie'd eaten to stay alive in Hell.

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  • abstraction mechanism allows us to define type systems that generalize those of the lambda cube.

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  • Seen from different angles a child-molesting Pixel Cube Software father who serves as facesdouble acesdouble aces and.

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  • amoebahe other side of the black cube was a billowing red hydrogen cloud resembling a vast ameba.

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  • CRU, London is located in the heart of London's contemporary art of London's contemporary art quarter adjacent to the White Cube art gallery on Hoxton Square.

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  • Calvin (Ice Cube) is running the barbershop started by his late father.

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  • bedlam retro cube which is still puzzling my nieces!

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  • In 1981, a 12-year-old boy, Patrick Bossert published the instant bestseller, You Can Do The Cube.

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  • The lid and base are lilac colored and the cube is held closed by a pastel blue bobble with velcro.

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  • bouillon cube dissolved in hot water.

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  • bouillon cube dissolved in hot water.

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  • See the notes for the net of a cube to see how to print this net and make your own buckyball.

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  • She ate two more of the sugar cubes and a water cube, eyes lingering on the bloody mess that was her jumper in the corner.

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  • There was no way she was sleeping tonight, even if she didn't feel any threat from the phantom.  She definitely didn't feel safe without Gabriel there.  She hesitated before going to where the ghost indicated, not wanting to continue without Gabe.  Popping a food cube, Katie huddled in the hollow of the tree and waited.

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  • "Gabe, I need more of these," she called, holding up a food cube.

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  • The phantom shook his head in silent objection.  Katie ignored him and cradled her forehead in her hands.  She ate another food cube and sighed.  When she looked up, Andre was gone.  Since they'd left the demon-Gabriel, Andre had disappeared twice before, but not for long.  She rested her head against the tree behind her and waited.

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  • He didn't appear.  Unease filled her, and she wondered if the phantom would leave her there alone, even knowing she was helpless without it.  Katie ate a water cube and rose, starting off in the direction Andre had been headed.

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  • She handed the pale woman a food and water cube and popped two of her own.  Standing, she waded into the brush where she'd thrown the knife.  It glinted in the morning light.  Katie swiped it, glad the trees didn't have a taste for metal as well as Immortal sustenance.

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  • Among the contents of this book we simply mention a trigonometrical chapter, in which the words sinus versus arcus occur, the approximate extraction of cube roots shown more at large than in the Liber abaci, and a very curious problem, which nobody would search for in a geometrical work, viz.

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  • Molly offered her a food and water cube, both of which lessened the pain throbbing through her.

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  • She pushed herself up, reaching into a pocket for a food and water cube.  Gabriel took her arm and pulled her to her feet.  She nearly choked on the cubes and swallowed them whole, struggling to keep up with the death-dealer as he darted into the forest.

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  • Among the contents of this book we simply mention a trigonometrical chapter, in which the words sinus versus arcus occur, the approximate extraction of cube roots shown more at large than in the Liber abaci, and a very curious problem, which nobody would search for in a geometrical work, viz.

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  • If we denote the critical volume, pressure and temperature by Vk, Pk and Tk, then it may be shown, either by considering the characteristic equation as a perfect cube in v or by using the relations that dp/dv=o, d 2 p/dv 2 =o at the critical point, that Vk = 3b, Pk= a/27b2, T ic = 8a/27b.

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  • He has only one symbol (written somewhat like a final sigma) for an unknown quantity, which he calls apc0µ6s (defined as "an undefined number of units"); the symbol may be a contraction of the initial letters ap, as A Y, K Y, D Y O, &c., are for the powers of the unknown (Suvaµcs, square; icu(30s, cube; Svva,uo& va i ccs, fourth power, &c.).

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  • When P is the neutral point, H is equal and opposite to R; therefore M = Hd 3, or the moment is numerically equal to the cube of the distance from the neutral point to a pole, multiplied by the M.

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  • (b) In determinations of volume which do not admit of a high degree of accuracy the cubic decimetre can be taken as equivalent to the litre; and in these determinations expressions of volumes based on the cube of the unit of linear measure can be substituted for expressions based on the litre as defined above.

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  • Jake grew serious and sat in the spare chair in her cube.

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  • He flashed a smile and strode from her cube.

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  • She reached into her pocket and pulled out one of the three water cubes and the remaining sugary cube.

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  • "Gabe, I need more of these," she called, holding up a food cube.

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  • Projecting from the upper platform at the centre of the chord of the semicircular area is a cube of rock, ii ft.

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  • By the theory (18) of 2 metretes = cube of the 18.67 cubit from the 12.45 foot, the cotyle would be about 25.4, within 0.4; but then such a cubit is unknown among measures, and not likely to be formed, as 12.4 is (3/5)ths of 20.6.

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  • The regular octahedron has for its faces equilateral triangles; it is the reciprocal of the cube.

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  • It may be divided into five sections: (1) On the famous problem of finding two mean proportionals between two given lines, which arose from that of duplicating the cube, reduced by Hippocrates to the former.

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  • Pappus gives several solutions of this problem, including a method of making successive approximations to the solution, the significance of which he apparently failed to appreciate; he adds his own solution of the more general problem of finding geometrically the side of a cube whose content is in any given ratio to that of a given one.

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  • as supplying a method of doubling the cube), and the curve discovered most probably by Hippias of Elis about 420 B.C., and known by the name rerpaywqouva, or quadratrix.

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  • the cube, the octahedron, and the pentagonal dodecahedron.

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  • 1 shows P the cube {100}, d the octahedron {III }, and e the pentagonal dodecahedron {210}.

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  • I), the striae on each face being therefore at right angles to those of the adjoining faces, and indicating an oscillatory combination of the cube and pentagonal dodecahedron.

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  • The cube FIG.

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  • The cube is sometimes found in Brazil, but is very rare among the S.

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  • There is often a furrow running along the edges of the octahedron, or across the edges of the cube, and this indicates that the apparently simple crystal may really consist of eight individuals meeting at the centre; or, what comes to the same thing, of two individuals interpenetrating and projecting through each other.

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  • Next year, having solved, as he thought, another ancient crux, the duplication of the cube, he had his solution brought out anonymously at Paris in French, so as to put Wallis and other critics off the scent and extort a judgment that might be withheld from a work of his.

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  • Percussionfigures, readily made on the cleavage-faces, have rays parallel to faces of the rhombic dodecahedron; whilst figures etched with water represent the four-faced cube.

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  • The Greeks discovered that if a line be divided in extreme and mean proportion, then the whole line and the greater segment are the lengths of the edge of a cube and dodecahedron inscriptible in the same sphere.

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  • But since an equiangular spiral having a given pole is completely determined by a given point and a given tangent, this type of orbit is not a general one for the law of the inverse cube.

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  • The law of the inverse cube P=u u is interesting by way of contrast.

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  • the intensity of the force in the region for which r = a, nearly must diminish with increasing distance less rapidly than accordin~ to the law of the inverse cube.

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  • The temperature and pressure of the atmosphere did not produce any sensible change; but he concluded that the dissipation was nearly proportional to the cube of the quantity of moisture in the air.'

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  • name Flussspat or Fluss.) Fluor-spar crystallizes in the cubic system, commonly in cubes, either alone or combined with the octahedron, rhombic dodecahedron, four-faced cube, &c. The four-faced cube has been called the fluoroid.

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  • 1, a is the cube (ioo), d the FIG.

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  • rhombic dodecahedron (Iio), and f the four-faced cube (310).

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  • Devon, notably near Liskeard, where fine crystals have been found, with faces of the six-faced octahedron replacing the corners of the cube.

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  • The scorifier is taken from the muffle in a pair of tongs and the contents poured into a mould, the lead forming a button in the bottom while the slag floats on top. When cold, the contents of the mould are taken out and the lead button hammered into the form of a cube, the slag, which is glassy and brittle, separating readily from the metal, which is then ready for cupellation.

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  • Nevertheless, holding that every dimension has a principle of its own, he rejected the derivation of the elemental solids - pyramid, octahedron, icosahedron and cube - from triangular surfaces, and in so far approximated to atomism.

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  • cube, though the shapeless structure is not really an exact cube nor even exactly rectangular.'

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  • As the pressure of water is nil at the surface and increases in direct proportion to the depth, the overturning moment is as the cube of the depth; and the only figure which has a moment of resistance due to gravity, varying also as the cube of its depth, is a triangle.

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  • The size of the Glover towers, and more especially that of the Gay-Lussac towers, has been progressively increased, and thereby the cube of the lead chambers themselves has been diminished to a much greater extent.

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  • This is commonly done where cubes are used; thus seven is represented by three pairs of cubes, with a single cube at the top.

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  • The second power and third power are usually called the square and cube respectively.

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  • If we know p and N, n is called the pth root of N, so that n is the second (or square) root of n 2, the third (or cube) root of n 3, the fourth root of n 4,.

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  • Thus to find the cube root of 1728, we write it in the form 2.3, and find that its cube root is 2.3=12; or, to find the cube root of 1 728, we write it as 17 r - _ 21_ s_ _ 2'.33.

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  • and find that the cube root is io ts - 253 3 5 = I 2.

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  • Similarly the cube root of 2197 is 13.

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  • But we cannot find any number whose cube is 2000.

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  • It is, however, possible to find a number whose cube shall approximate as closely as we please to Thus the cubes of 12 5 and of 12 6 are respectively and 2000 376, so that the number whose cube differs as little as possible from 2000 is somewhere between 12 5 and 12 6.

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  • Again the cube of 12 59 is 995 979, so that the number lies between 12 59 and 12.60.

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  • We may therefore consider that there is some number x whose cube is 2000, and we can find this number to any degree of accuracy that we please.

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  • it will be the cube root of N.

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  • The volume of a cube, for instance, bears a certain relation to the length of an edge of the cube.

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  • For instance, a cube whose edge is I z in.

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  • An analogous method of finding cube root, based on the formula for (a+b) 3, used to be given in text-books, but it is of no practical use.

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  • m., and amounts to a volume represented by a cube each of whose sides measures 72 m.

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  • m.), and its volume would fill a cube measuring 13.4 m.

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  • The theory of the system is that the metre is a 1000-1000Y Part of a quandrant of the earth through Paris; the litre or unit of volume is a cube ofmetre side; the gramme or unit of weight is (nominally) 10 water at 4° C. The idea of adopting scientific measurements had been suggested as early as the 17th century, particularly by the astronomer Jean Picard (1620-1682), who proposed to take as a unit the length of a pendulum beating one second at sealevel, at a latitude of 45°.

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  • It is of interest to note that, very approximately, this deforming force varies inversely as the cube of the distance of the attracting body.

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  • The names of these five solids are: (r) the tetrahedron, enclosed by four equilateral triangles; (2) the cube or hexahedron, enclosed by 6 squares; (3) the octahedron, enclosed by 8 equilateral triangles; (4) the dodecahedron, enclosed by 12 pentagons; (5) the icosahedron, enclosed by 20 equilateral triangles.

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  • The cube may have originated by placing three equal squares at a common vertex, so as to form a trihedral angle.

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  • These solids played an important part in the geometry of the Pythagoreans, and in their cosmology symbolized the five elements: fire (tetrahedron), air (octahedron), water (icosahedron), earth (cube), universe or ether (dodecahedron).

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  • rEoo-apes-KaiSEKa, fourteen) formed by truncating the vertices of a cube so as to leave the original faces squares.

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  • The truncated cube is formed in the same manner as the cuboctahedron, but the truncation is only carried far enough to leave the original faces octagons.

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  • It has 6 octagonal faces (belonging to the original cube), and 8 triangular ones (belonging to the coaxial octahedron).

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  • The snub cube is a 38-faced solid having at each corner 4 triangles and I square; 6 faces belong to a cube, 8 to the coaxial octahedron, and the remaining 24 to no regular solid.

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  • it is self-reciprocal; the cube and octahedron, the dodecahedron and icosahedron, the small stellated dodecahedron and great dodecahedron, and the great stellated dodecahedron and great icosahedron are examples of reciprocals.

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  • We may also note that of the Archimedean solids: the truncated tetrahedron, truncated cube, and truncated dodecahedron, are the reciprocals of the crystal forms triakistetrahedron, triakisoctahedron and triakisicosahedron.

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  • Since the tetrahedron is the hemihedral form of the octahedron, and the octahedron and cube are reciprocal, we may term these two latter solids " reciprocal holohedra " of the tetrahedron.

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  • Other examples of reciprocal holohedra are: the rhombic dodecahedron and cuboctahedron, with regard to the cube and octahedron; and the semiregular triacontahedron and icosidodecahedron, with regard to the dodecahedron and icosahedron.

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  • Thus the faces of the cuboctahedron, the truncated cube, and truncated octahedron, correspond; likewise with the truncated dodecahedron, truncated icosahedron, and icosidodecahedron; and with the small and great rhombicosidodecahedra.

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  • That he made considerable progress in the study of these curves is evidenced by Eutocius, who flourished about the 6th century A.D., and who assigns to Menaechmus two solutions of the problem of duplicating the cube by means of intersecting conics.

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  • I always bring Diablo a sugar cube.

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  • Sofia dropped her purse on the desk in her cube without removing her sunglasses.

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  • Jake, her ex-boyfriend from college and current coworker, appeared in the doorway of her cube as soon as she sat down.

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  • "You have five minutes to leave my cube, or I'll bite your neck!" she retorted.

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  • Jake grew serious and sat in the spare chair in her cube.

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  • I haven't been able to get you out of my cube for the past two weeks.

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  • He flashed a smile and strode from her cube.

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  • He took away her pain first then shoved a water cube between her lips.

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  • Lankha shoved another cube in her mouth, then a third.

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  • Kryten emerges, " almost annoyed ", from the garbage compactor as a perfect cube.

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  • crumble in the stock cube and stir well.

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  • crumbled stock cube and mix well.

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  • Sprinkle in the flour and cook, stirring, for 1-2 minutes then add the tahini paste and crumbled stock cube and mix well.

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  • If not dissolve a chicken stock cube in half a cup of water and pour that into the bowl.

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  • Or perhaps you have accomplished nothing more than rotate an ice cube?

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  • He described it as a white, painted concrete cube of about 40cm side with a brass plaque screwed on to the top face.

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  • Thus for each pixel in the three-dimensional data cube, there is a separate velocity value stored for the pixel center position.

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  • cube frame/slide.

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  • See the notes for the net of a cube to see how to print this net and make your own cube octahedron.

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  • cube trays or on thin baking trays, break up & store in bags in freezer.

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  • cube roots.

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  • The doubling cube is used to record the current amount of the stake.

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  • Freeze in ice cube trays or on thin baking trays, break up & store in bags in freezer.

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  • His tail is made of an oxo cube box and the tummy is a Barbie box.

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  • Trying to improve search engine rankings is just like a rubics cube.

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  • I tried a bouillon cube dissolved in hot water.

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  • The plants are propagated in a rockwool cube then grown on in a rockwool slab.

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  • cube root sign.

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  • cubical arrangement I shall present the layers of the cube in a tabular format.

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  • New talking clock Due to huge demand, RNIB has developed a new cube shaped talking clock.

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  • There are fifteen white disks, fifteen black disks, two dice, two dice shakers and a doubling cube.

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  • Some models come with a built-in automatic ice cube maker and chilled water dispenser.

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  • Ivory, White - Size 50 x 50 x 50mm cube Favor Bag White or Ivory Organza Bag with colored satin drawstring.

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  • freezean also be frozen in ice cube trays or in ice lolly molds.

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  • gelatinous cube.

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  • gravy Browning cube, or cannabis can look like dried herbs or seeds.

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  • ice cube from a drink without touching it?

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  • However F produced the following drawings in the process of constructing a representation of the dual cube octahedron: Figure 10.

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  • COOKING AIDS Even Delia Smith swears (I'm sure she never does) by the vegetable stock cube - make yours organic.

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  • Paul Jackson's Cube is one of the truly great designs of modular origami.

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  • Paperweight Cube A small paperweight Cube A small paperweight or decoration measuring 2 " x 2 " x 2 " .

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  • The sundial consists of the 4 brass dials mounted to the granite cube placed on the granite pedestal.

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  • Now use the plotter to see the curve of the cube root.

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  • To him we owe the symbols for and, a 2 and a 3, and the cube root sign.

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  • scorpion sting Pain at the site of the sting can sometimes be limited with an ice cube.

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  • The section or cube can be sealed with an aquarium grade silicone sealant.

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  • To create a skybox, substract a small cube somewhere outside the large cube you made.

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  • The plants are propagated in a rockwool cube then grown on in a rockwool slab.

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  • Treatment of a scorpion sting Pain at the site of the sting can sometimes be limited with an ice cube.

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  • stock cube - make yours organic.

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  • sugar cube houses.

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  • tahini paste and crumbled stock cube and mix well.

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  • tykes cube frame/slide.

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  • Further down the thickly wooded road, a dazzling white sugar cube emerges.

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  • The Compact Cube is a 150-watt active sub woofer that has been designed to compliment the other elements of the Compact System.

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  • In more recent instruments at the observatories of the Cape of Good Hope and Paris the motion is transmitted from a separately mounted cone and clock by a light rod passing through a perforation in the pivot of the transit instrument and thence through bevel-wheels in the cube of the axis to a second rod leading to the eyepiece.

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  • Napier also describes in the Rabdologia two other larger rods to facilitate the extraction of square and cube FIG.

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  • On account of its cubic form the mineral was early known as "cube ore" (Ger., Witir felerz); the name pharmacosiderite, given by J.

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  • The faces of the cube are striated parallel to one diagonal, and alternate corners are sometimes replaced by faces of a tetrahedron.

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  • The crystals are feebly doubly refracting, and in polarized light exhibit a banded structure parallel to the cube faces.

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  • 22) To find two numbers such that their product their sum gives a cube (IV.

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  • He has only one symbol (written somewhat like a final sigma) for an unknown quantity, which he calls apc0µ6s (defined as "an undefined number of units"); the symbol may be a contraction of the initial letters ap, as A Y, K Y, D Y O, &c., are for the powers of the unknown (Suvaµcs, square; icu(30s, cube; Svva,uo& va i ccs, fourth power, &c.).

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  • In general his object is to reduce the final equation to a simple one by making such an assumption for the side of the square or cube to which the expression in x is to be equal as will make the necessary number of coefficients vanish.

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  • He evolved an ingenious solution of the duplication of the cube, which shows considerable knowledge of the generation of cylinders and cones.

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  • All these are strikingly alike in appearance and general characters, differing essentially only in chemical composition, and it would seem better to reserve the name cerargyrite for the whole group, using the names chlorargyrite (AgC1), embolite (Ag(Cl, Bl)), bromargyrite (AgBr) and iodembolite (Ag(C1, Br, I)) for the different isomorphous members of the group. They are cubic in crystallization, with the cube and the octahedron as prominent forms, but crystals are small and usually indistinct; there is no cleavage.

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  • Projecting from the upper platform at the centre of the chord of the semicircular area is a cube of rock, ii ft.

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  • Zeit., 1905, 29, p. 30), assumed the six carbon atoms to occupy six of the corners of a cube, each carbon atom being linked to a hydrogen atom and by single bonds to two neighbouring carbon atoms, the remaining valencies being directed to the unoccupied corners of the cube, three to each, where they are supposed to satisfy each other.

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  • If we denote the critical volume, pressure and temperature by Vk, Pk and Tk, then it may be shown, either by considering the characteristic equation as a perfect cube in v or by using the relations that dp/dv=o, d 2 p/dv 2 =o at the critical point, that Vk = 3b, Pk= a/27b2, T ic = 8a/27b.

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  • This points to the conclusion that substitution has been effected in one of the cube faces.

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  • The Liber abaci, which fills 459 printed pages, contains the most perfect methods of calculating with whole numbers and with fractions, practice, extraction of the square and cube roots, proportion, chain rule, finding of proportional parts, averages, progressions, even compound interest, just as in the completest mercantile arithmetics of our days.

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  • Van 't Hoff's formula is equivalent to taking the frequency of dissociation as proportional to the square of the concentration of the molecules, and the frequency of recombination as proportional to the cube of the concentration of the ions.

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  • If, moreover, 0 vanishes identically f is a perfect cube.

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  • When a z and the invariants B and C all vanish, either A or j must vanish; in the former case j is a perfect cube, its Hessian vanishing, and further f contains j as a factor; in the latter case, if p x, ax be the linear factors of i, f can be expressed as (pa) 5 f =cip2+c2ay; if both A and j vanish i also vanishes identically, and so also does f.

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  • (22) It will be seen that, whereas the couple varies inversely as the cube of the distance, the force varies inversely as the fourth power.

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  • When P is the neutral point, H is equal and opposite to R; therefore M = Hd 3, or the moment is numerically equal to the cube of the distance from the neutral point to a pole, multiplied by the M.

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  • In the preface to this work, which is dedicated to one Dionysius, Diophantus explains his notation, naming the square, cube and fourth powers, dynamis, cubus, dynamodinimus, and so on, according to the sum in the indices.

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  • If it is evaporated slowly, anhydrous stannous oxide crystallizes out in forms which are combinations of the cube and dodecahedron.

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  • Others occur in the Metrica where also a method of finding such approximate square, and even approximate cube, roots is shown.

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  • Apart from modifications in the details of sugar refining which have come into use in late years, it should be mentioned that loaf sugar made in conical moulds, and sugars made otherwise, to resemble loaf sugar, have practically disappeared from the trade, having been replaced by cube sugar, which is found to be more economical as subject to less waste by grocers and housekeepers, and also less troublesome to buy and sell.

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  • The curve also permits the solution of the problems of duplicating a cube and trisecting an angle.

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  • It is not difficult to show that E = - (d 2 -r 2)q/rAP 3 - - (25), in other words, the force at P is inversely as the cube of the distance from A.

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  • end of the temple is the fountain Glauce cut out of a cube of rock, apparently left standing when the material for the temple was quarried around it.

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  • This work included the "Logometria," the trigonometrical theorem known as "Cotes' Theorem on the Circle" (see TRIGONOMETRY), his theorem on harmonic means, subsequently developed by Colin Maclaurin, and a discussion of the curves known as "Cotes' Spirals," which occur as the path of a particle described under the influence of a central force varying inversely as the cube of the distance.

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  • For other speeds the power varies as the cube of the speed.

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  • (If the molecules of air at normal temperature and pressure were arranged in cubical order, the edge of each cube would be about 2.9 X I o - ' cms.; the average diameter of a molecule in air is 2.8X Io - 8 cms.) Further and very important evidence as to the nature of the gaseous state of matter is provided by the experiments of Joule and Kelvin.

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  • On the other hand, it is worth noticing that the words " quadrature " and " cubature " are originally due to geometrical rather than numerical considerations; the former implying the construction of a square whose area shall be equal to that of a given surface, and the latter the construction of a cube whose volume shall be equal to that of a given solid.

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  • (i) Cube: side a.

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  • To obtain (i) and (ii) together, we show that the volume of a sphere is proportional to the volume of the cube whose edge is the diameter; denoting the constant ratio by aX, the volume of the sphere is Xa 3, and thence, by taking two concentric spheres (cf.

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  • of a plane or solid figure are found in the same way by multiplying each element by the square, cube, ...

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  • moments by the total volume, area or length of the figure, we get the mean distance, mean square of distance, mean cube of distance, ...

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  • CUBE (Gr.

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  • Kb(30s, a cube), in geometry, a solid bounded by six equal squares, so placed that the angle between any pair of adjacent faces is a right angle.

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  • The mensuration of the cube, and its relations to other geometrical solids are treated in the article Polyhedron; in the same article are treated the Archimedean solids, the truncated and snubcube; reference should be made to the article Crystallography for its significance as a crystal form.

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  • A famous problem concerning the cube, namely, to construct a cube of twice the volume of a given cube, was attacked with great vigour by the Pythagoreans, Sophists and Platonists.

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  • It became known as the "Delian problem" or the "problem of the duplication of the cube," and ranks in historical importance with the problems of "trisecting an angle" and "squaring the circle."

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  • the square of the hypotenuse equals the sum of the squares on the sides), may have suggested the strictly analogous problem of doubling a cube.

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  • In algebra, the "cube" of a quantity is the quantity multiplied by itself twice, i.e.

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  • if a be the quantity a X a X a(= a) is its cube.

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  • Similarly the "cube root" of a quantity is another quantity which when multiplied by itself twice gives the original quantity; thus is the cube root of a (see Arithmetic and Algebra).

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  • A "cubic equation" is one in which the highest power of the unknown is the cube (see Equation); similarly, a "cubic curve" has an equation containing no term of a power higher than the third, the powers of a compound term being added together.

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  • For this purpose four vertical mirrors are arranged round the vertical sides of a cube which is rapidly revolved about a vertical axis.

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  • The theoretical assumptions of Newton and Euler (hypotheses magis mathematicae quam naturales) of a resistance varying as some simple power of the velocity, for instance, as the square or cube of the velocity (the quadratic or cubic law), lead to results of great analytical complexity, and are useful only for provisional extrapolation at high or low velocity, pending further experiment.

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  • (b) In determinations of volume which do not admit of a high degree of accuracy the cubic decimetre can be taken as equivalent to the litre; and in these determinations expressions of volumes based on the cube of the unit of linear measure can be substituted for expressions based on the litre as defined above.

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  • Yet it appears to be only an approximate relation, and therefore probably accidental, as the volume by the examples is too large to agree to the cube of the length or to the weight, differing 1/20, or sometimes even as 1/12.

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  • By the theory (18) of 2 metretes = cube of the 18.67 cubit from the 12.45 foot, the cotyle would be about 25.4, within 0.4; but then such a cubit is unknown among measures, and not likely to be formed, as 12.4 is (3/5)ths of 20.6.

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  • It crystallizes in the cubic system, and well-developed crystals are of common occurrence; the usual form is the cube or the cubo-octahedron (fig.).

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  • The regular octahedron has for its faces equilateral triangles; it is the reciprocal of the cube.

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  • It may be divided into five sections: (1) On the famous problem of finding two mean proportionals between two given lines, which arose from that of duplicating the cube, reduced by Hippocrates to the former.

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  • Pappus gives several solutions of this problem, including a method of making successive approximations to the solution, the significance of which he apparently failed to appreciate; he adds his own solution of the more general problem of finding geometrically the side of a cube whose content is in any given ratio to that of a given one.

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  • as supplying a method of doubling the cube), and the curve discovered most probably by Hippias of Elis about 420 B.C., and known by the name rerpaywqouva, or quadratrix.

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  • Philolaus, connecting these ideas, held that the elementary nature of bodies depends on their form, and assigned the tetrahedron to fire, the octahedron to air, the icosahedron to water, and the cube to earth; the dodecahedron he assigned to a fifth element, aether, or, as some think, to the universe (see Plut.

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  • the cube, the octahedron, and the pentagonal dodecahedron.

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  • 1 shows P the cube {100}, d the octahedron {III }, and e the pentagonal dodecahedron {210}.

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  • The faces of the cube are sometimes striated parallel to the edges between P and e (fig.

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  • I), the striae on each face being therefore at right angles to those of the adjoining faces, and indicating an oscillatory combination of the cube and pentagonal dodecahedron.

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  • but they may, in accordance with the principles of crystallography, also occur in other forms symmetrically derived from the octahedron, - for example, the cube, the 2-faced figure known as the rhombic dodecahedron (fig.

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  • The cube FIG.

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  • The cube is sometimes found in Brazil, but is very rare among the S.

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  • There is often a furrow running along the edges of the octahedron, or across the edges of the cube, and this indicates that the apparently simple crystal may really consist of eight individuals meeting at the centre; or, what comes to the same thing, of two individuals interpenetrating and projecting through each other.

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  • Next year, having solved, as he thought, another ancient crux, the duplication of the cube, he had his solution brought out anonymously at Paris in French, so as to put Wallis and other critics off the scent and extort a judgment that might be withheld from a work of his.

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  • Percussionfigures, readily made on the cleavage-faces, have rays parallel to faces of the rhombic dodecahedron; whilst figures etched with water represent the four-faced cube.

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  • The Greeks discovered that if a line be divided in extreme and mean proportion, then the whole line and the greater segment are the lengths of the edge of a cube and dodecahedron inscriptible in the same sphere.

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  • But since an equiangular spiral having a given pole is completely determined by a given point and a given tangent, this type of orbit is not a general one for the law of the inverse cube.

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  • The law of the inverse cube P=u u is interesting by way of contrast.

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  • the intensity of the force in the region for which r = a, nearly must diminish with increasing distance less rapidly than accordin~ to the law of the inverse cube.

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  • The temperature and pressure of the atmosphere did not produce any sensible change; but he concluded that the dissipation was nearly proportional to the cube of the quantity of moisture in the air.'

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  • name Flussspat or Fluss.) Fluor-spar crystallizes in the cubic system, commonly in cubes, either alone or combined with the octahedron, rhombic dodecahedron, four-faced cube, &c. The four-faced cube has been called the fluoroid.

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  • 1, a is the cube (ioo), d the FIG.

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  • rhombic dodecahedron (Iio), and f the four-faced cube (310).

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  • Devon, notably near Liskeard, where fine crystals have been found, with faces of the six-faced octahedron replacing the corners of the cube.

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  • The scorifier is taken from the muffle in a pair of tongs and the contents poured into a mould, the lead forming a button in the bottom while the slag floats on top. When cold, the contents of the mould are taken out and the lead button hammered into the form of a cube, the slag, which is glassy and brittle, separating readily from the metal, which is then ready for cupellation.

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  • Nevertheless, holding that every dimension has a principle of its own, he rejected the derivation of the elemental solids - pyramid, octahedron, icosahedron and cube - from triangular surfaces, and in so far approximated to atomism.

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  • cube, though the shapeless structure is not really an exact cube nor even exactly rectangular.'

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  • As the pressure of water is nil at the surface and increases in direct proportion to the depth, the overturning moment is as the cube of the depth; and the only figure which has a moment of resistance due to gravity, varying also as the cube of its depth, is a triangle.

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  • The size of the Glover towers, and more especially that of the Gay-Lussac towers, has been progressively increased, and thereby the cube of the lead chambers themselves has been diminished to a much greater extent.

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  • This is commonly done where cubes are used; thus seven is represented by three pairs of cubes, with a single cube at the top.

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  • The second power and third power are usually called the square and cube respectively.

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  • If we know p and N, n is called the pth root of N, so that n is the second (or square) root of n 2, the third (or cube) root of n 3, the fourth root of n 4,.

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  • Thus to find the cube root of 1728, we write it in the form 2.3, and find that its cube root is 2.3=12; or, to find the cube root of 1 728, we write it as 17 r - _ 21_ s_ _ 2'.33.

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  • and find that the cube root is io ts - 253 3 5 = I 2.

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  • Similarly the cube root of 2197 is 13.

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  • But we cannot find any number whose cube is 2000.

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  • It is, however, possible to find a number whose cube shall approximate as closely as we please to Thus the cubes of 12 5 and of 12 6 are respectively and 2000 376, so that the number whose cube differs as little as possible from 2000 is somewhere between 12 5 and 12 6.

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  • Again the cube of 12 59 is 995 979, so that the number lies between 12 59 and 12.60.

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  • We may therefore consider that there is some number x whose cube is 2000, and we can find this number to any degree of accuracy that we please.

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  • it will be the cube root of N.

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  • The volume of a cube, for instance, bears a certain relation to the length of an edge of the cube.

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  • For instance, a cube whose edge is I z in.

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  • An analogous method of finding cube root, based on the formula for (a+b) 3, used to be given in text-books, but it is of no practical use.

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  • m., and amounts to a volume represented by a cube each of whose sides measures 72 m.

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  • m.), and its volume would fill a cube measuring 13.4 m.

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  • The theory of the system is that the metre is a 1000-1000Y Part of a quandrant of the earth through Paris; the litre or unit of volume is a cube ofmetre side; the gramme or unit of weight is (nominally) 10 water at 4° C. The idea of adopting scientific measurements had been suggested as early as the 17th century, particularly by the astronomer Jean Picard (1620-1682), who proposed to take as a unit the length of a pendulum beating one second at sealevel, at a latitude of 45°.

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  • It is of interest to note that, very approximately, this deforming force varies inversely as the cube of the distance of the attracting body.

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  • Kurala, ivy, and ethos, form), a curve invented by the Greek mathematician Diodes about 180 B.C., for the purpose of constructing two mean proportionals between two given lines, and in order to solve the problem of duplicating the cube.

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  • The names of these five solids are: (r) the tetrahedron, enclosed by four equilateral triangles; (2) the cube or hexahedron, enclosed by 6 squares; (3) the octahedron, enclosed by 8 equilateral triangles; (4) the dodecahedron, enclosed by 12 pentagons; (5) the icosahedron, enclosed by 20 equilateral triangles.

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  • The cube may have originated by placing three equal squares at a common vertex, so as to form a trihedral angle.

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  • These solids played an important part in the geometry of the Pythagoreans, and in their cosmology symbolized the five elements: fire (tetrahedron), air (octahedron), water (icosahedron), earth (cube), universe or ether (dodecahedron).

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  • rEoo-apes-KaiSEKa, fourteen) formed by truncating the vertices of a cube so as to leave the original faces squares.

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  • The truncated cube is formed in the same manner as the cuboctahedron, but the truncation is only carried far enough to leave the original faces octagons.

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  • It has 6 octagonal faces (belonging to the original cube), and 8 triangular ones (belonging to the coaxial octahedron).

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  • - Two Archimedean solids of 26 faces are derived from the coaxial cube, octahedron and semiregular (rhombic) dodecahedron (see below).

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  • The snub cube is a 38-faced solid having at each corner 4 triangles and I square; 6 faces belong to a cube, 8 to the coaxial octahedron, and the remaining 24 to no regular solid.

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  • Two such solids exist: (1) the " rhombic dodecahedron, " formed by truncating the edges of a cube, is bounded by 12 equal rhombs; it is a common crystal form (see Crystallography); and (2) the " semi-regular triacontahedron," which is enclosed by 30 equal rhombs.

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  • it is self-reciprocal; the cube and octahedron, the dodecahedron and icosahedron, the small stellated dodecahedron and great dodecahedron, and the great stellated dodecahedron and great icosahedron are examples of reciprocals.

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  • We may also note that of the Archimedean solids: the truncated tetrahedron, truncated cube, and truncated dodecahedron, are the reciprocals of the crystal forms triakistetrahedron, triakisoctahedron and triakisicosahedron.

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  • Since the tetrahedron is the hemihedral form of the octahedron, and the octahedron and cube are reciprocal, we may term these two latter solids " reciprocal holohedra " of the tetrahedron.

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  • Other examples of reciprocal holohedra are: the rhombic dodecahedron and cuboctahedron, with regard to the cube and octahedron; and the semiregular triacontahedron and icosidodecahedron, with regard to the dodecahedron and icosahedron.

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  • Thus the faces of the cuboctahedron, the truncated cube, and truncated octahedron, correspond; likewise with the truncated dodecahedron, truncated icosahedron, and icosidodecahedron; and with the small and great rhombicosidodecahedra.

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  • That he made considerable progress in the study of these curves is evidenced by Eutocius, who flourished about the 6th century A.D., and who assigns to Menaechmus two solutions of the problem of duplicating the cube by means of intersecting conics.

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  • Treatment of a scorpion sting Pain at the site of the sting can sometimes be limited with an ice cube.

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  • The section or cube can be sealed with an aquarium grade silicone sealant.

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  • To create a SkyBox, substract a small cube somewhere outside the large cube you made.

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  • Kalkan was once a Greek enclave and retains its white sugar cube houses.

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  • Further down the thickly wooded road, a dazzling white sugar cube emerges.

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  • The Compact Cube is a 150-watt active sub woofer that has been designed to compliment the other elements of the Compact System.

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  • For older toddlers exploring shape, texture and dimension, try the Edushape Sensory Puzzle Cube.

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  • The Edushape Sensory Puzzle Cube can be found at Teach Children and Strollers.com.

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  • When you get ready to feed your baby, simply pull out an ice cube of food, and microwave it.

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  • Storage cube: This is a great option because you can choose cubes in colors that match baby's nursery.

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  • After her parents have taken out the gift items from the newborn baby gift baskets, they can use the storage cube to house books, toys, and other baby odds and ends.

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  • The system itself is literally a cube, with a handle on the back to encourage portability.

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  • It can be frozen in a glass jar for longer storage, or you can use an ice cube tray, and take out cubes as you need them.

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  • One handy bartender's tip is to squeeze a larger quantity of lime juice and freeze it in ice cube trays.

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  • Peel and cube half of your honeydew, and add it to the blender.

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  • If you cut too many leaves you can refrigerate the extra for a day or two or put them in ice cube trays, cover with water, and freeze for later use.

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  • There are three basic methods for freezing fresh herbs: freezing them flat, using ice cube trays, and blanching and freezing them.

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  • You can use either metal or plastic ice cube trays to freeze herbs.

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  • Push them into the water in the ice cube tray.

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  • Remove the trays and add water to the top of the ice cube trays.

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  • If you've made herbal ice cubes, it may be helpful to freeze the same amount of herbs in each compartment of the ice cube tray so you'll always know exactly how much you are adding to a recipe.

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  • Using a spatula or scraper, scrape the olive oil coated basil leaves out of the bowl and into the ice cube tray or measured freezer container.

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  • Ice cube trays are ideal for freezing basil.

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  • If you spoon out a measured amount, such as a tablespoon, into each compartment, you will know precisely how much each little frozen basil cube holds, making it easier to use it throughout the winter in your recipes.

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  • Or simply pop out a frozen basil cube like an ice cube and toss it into your bubbling pot of stew or another recipe.

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  • Bath Bombs - An updated take on the bath cube, these globe or heart-shaped "bombs" are made of essential oils, bursting with fizzing fragrance.

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  • Grow Cube brings a unique sort of game play for any age user.

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  • YourDictionary Word Games Offers many different types of word games including Word Cube, Word Scamble, Crazy Crossword, Word Search, Cryptogram and more.

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  • Place the sugar cube in the bottom of the Champagne flute.

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  • Splash a few drops of bitters onto the sugar cube.

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  • For more variety, and to boost calcium, add a cube of cheddar cheese between the pieces of fruit on the toothpick.

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  • Keep it for up to a week in an airtight container in the refrigerator or freeze it in ice cube trays for later use.

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  • Cube slices of bread, coat them with a little bit of vegan butter substitute and dry herbs, and toss them on top of a salad or bowl of soup.

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  • Smith can solve a Rubik's cube (he learned for a movie role).

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  • Hawk has appeared in a number of television shows and films, including Gleaming the Cube, The Simpsons, Jackass and Jackass Number Two, Lords of Dogtown, Max Keeble's Big Move, and CSI: Miami, among other appearances.

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  • If your office consists of cubicles with walls that don't reach all the way to the ceiling, seal off the entrance to a coworker's cube with plastic sheeting.

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  • Once that's done, drop some items in the cube, filling it up from the top, like you would a swimming pool.

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  • There are several gameplay modes available: Classic, Cube, Ricochet, Whirl, Bungee, Tilt-O-Vision, Motion Blur, Breathing, Warped, Distortion, Starfield, Hyperspace, V-Hold, Multi-Screen, Disco and Cloud Cover.

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  • In Cube mode, a cube spins in the middle of the screen.

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  • A hyper cube is born when you connect five stones of the same type.

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  • Ironically, the hyper cube is an animated shiny sphere; it takes the place of the stone you swapped to create the five-string.

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  • If you're feeling confident, you might as well linger near the end of the level to scope the board for possible power gem and hyper cube opportunities.

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  • Some of the cubes stack, and if you utilize a stack correctly and cause a falling cube to become part of another chain, that is called a "Cubis", and you get bonus points.

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  • Also, when you shoot a cube at a cube that has nothing behind it (no other cubes), it pushes that cube back.

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  • Normal Cube: Run-of-the-mill colored cube.

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  • Ramp Cube: A little ramp that, when shot at a cube, pushes that cube up and becomes a stack.

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  • Broken Cube: Not part of your normal cube arsenal, broken cubes appear when a cube is vanished underneathed another cube and that cube falls and breaks.

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  • Broken cubes shatter if another cube is shot at them.

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  • Osmosis Cube: When shot at another cube, turns that cube into it's own color.

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  • When you start a new game in this mode, you will have a Soul Cube.

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  • Don't let that confusing wallpaper throw you off, because PCM Cube is home to some fantastic online cooking games.

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  • The Nintendo GameCube is shaped roughly like a cube and comes in a variety of colors.

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  • Pick up the second cube and enter the exhibition room.

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  • Pick up the fifth cube and go through the portal.

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  • Go back to the forest behind the manor and get the sixth cube.

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  • Enter the shed on the left and grab another cube (#7).

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  • Get it right (Jean-Louise) and you'll get another cube (#8).

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  • Get it wrong and you'll have to play a game of whac-a-mole to get the cube (#9).

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  • Enter the top middle door to go to the roof and grab another cube (#11).

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  • Enter the bottom right door and use the ladder to get the twelfth cube.

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  • Put the gun in the statue's hand, then grab another cube (#13) and an Engine.

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  • Get a cube (#14) and take an article of the knight's clothing.

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  • Then, go to the third door on the right for another cube (#14).

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  • First change the Game Cube's calendar date to December 25th (doesn't matter the year).

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  • GameFly offers more than 2500 game titles for rent on PS2, Xbox, Game Cube, GBA, DS and even on PSP (Playstation Portable) games.

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  • GameznFlix offers Playstation2, Xbox, Game Cube and Playstation games and will even special order games for these platforms.

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  • Blocks in the shape of an I, T, L, S, Z and a cube are used to create solid lines.

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  • Remixers work diligently on their own projects, using songs from as far back as the Commodore 64 through the Super Nintendo Entertainment System and today's PlayStation 2, Xbox, Game Cube and Game Boy hits.

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  • If a cube touches two or more other cubes of the same color (either vertically or horizontally), the cubes vanish.

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  • By shooting a cube into another, they can push that cube forward one square.

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  • If a cube is stacked on top of another and the bottom cube is matched up, the cube falls to the board and cracks.

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  • A cracked cube will shatter if you shoot another cube through it.

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  • Morph-Fun Arcade includes the morph cube, a phantom block that randomly moves around the game board and is very difficult to get rid of.

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  • The Star Cube is a special cube that is worth 750 points, much more than the regular cubes.

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  • However, if you leave a Star Cube on the board, you will be penalized 250 points, so deleting all of the Star Cubes on each level should be one of your main goals if you want a high score.

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  • The Lift Cube looks and acts just like a wedge, lifting whatever cube it hits on top of it.

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  • If a Wedge Cube hits a stack of three, it turns into a regular cube beside the stack instead of pushing the stack up.

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  • If you shot or push another cube into a cracked cube, it will shatter.

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  • When a Morph Cube hits another Cube on the board, it oozes into that cube, turning it into the same color as the Morph Cube and pushing it up, adding another cube of the same color under it if there's room.

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  • If the cube in question is the bottom cube of a stack three cubes high, the Morph Cube just changes its color.

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  • Shooting a Morph Cube into a Dual Cube changes the Dual Cube to a solid cube of the same color as the Morph Cube.

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  • Half of the Dual Cube is one color, half is another.

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  • When one half of the Dual Cube is matched with two cubes of the same color, it vanishes, leaving behind a solid cube of the other color.

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  • Stone Cubes stop any cube that hits them, and they can't be lifted up using Wedge Cubes or changed with Morph Cubes.

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  • The Bomb Cube is one of the new cubes in Cubis 2.

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  • When players get a Bomb Cube to shot onto the board, they need to aim it carefully.

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  • It will completely obliterate any cube it hits plus some of the surrounding cubes, and cubes on top of nearby cubes will be flung into the air.

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  • A Laser allows you to destroy one cube on the board regardless of its color or type, including Stone Cubes.

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  • The Morph Cube only shows up in Morph-Fun Arcade Mode.

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  • You also gain extra points for the remaining time and for every Star Cube and Morph Cube you delete.

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  • You'll be penalized, however, for every cube left on the board, and you'll get an especially high penalty for each Star Cube and Morph Cube left behind.

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  • One sugar cube doused with some bitters - You'll find bitters in the liquor aisle of your favorite store.

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  • One Tsp of brandy - You can also add a few drops of brandy to the sugar cube as well.

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  • Slowly, one cube at a time, whisk the butter into the sauce until it is emulsified.

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  • Older kids might enjoy the challenge of making a folded paper cube.

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  • A variety of three-dimensional shapes, such as the tetrahedron, cube, and diamond featured in Dollar Bill Origami and hearts and stars at the Origami Resource Center.

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  • Learn how to fold an origami magic rose cube by watching the videos at Instructables.com.

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  • Megan's side and back tattoo is on full display, and once again, the addition of water, this time in the form of a melting ice cube, proves to be the perfect prop.

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  • Rubik's cube was actually invented in the 70s, but it wasn't licensed to be sold until 1980.

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  • There are few people who haven't tried to solve the puzzle which requires players to get all the same colors on one face of the cube.

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  • A really great tip I found for making consistently colored and correctly dyed candles is to melt a pound of wax as you normally would to make candles, then fill 10 sections of an ice cube tray evenly with wax (you'll have leftover wax).

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  • When the wax is melted and the color is well-incorporated, pour the wax back into the ice cube tray, this time filling 11 holes.

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  • This wooden photo cube has your first names engraved on the top, and places to put four small photos.

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  • Use objects: Do things such as passing an ice cube back and forth or a piece of candy or chocolate.

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  • For a stronger-flavored both, dissolve a chicken bouillon cube in the liquid.

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  • Sentence Game Cube (ages 8 and up) - Kids learn about and practice sentence structure in a dice-based game.

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  • In addition to the classic Rubik's Cube, you can also purchase the Rubik's 5X5 Brain Teaser, Rubik's Tangle Puzzle, Rubik's Magic Puzzle, Rubik's Twist Unlimited, and more.There are dozens of tricky wooden and metal puzzle games available.

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  • Rubik's Revolution-The Rubik's Cube has been taken to new levels with this new version.

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  • The Wii system is also compatible with the Nintendo Game Cube System.

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  • This includes the 1950s-inspired chic La Strada to the novel Pushkin and Ice Cube Collections makes a Chopard replica watch, the replica watch to have.

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  • A bracelet made from cube beads or chips is fun and whimsical looking.

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  • Use a hot glue gun to attach them all together at the edges, forming a cube.

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  • Turn the cube so that one of the corners is facing upwards.

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  • Glue a loop of ribbon to the tip of this cube so the ornament can be hung on the tree.

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  • Instead of purchasing special soap making molds, try creating your first few batches of soap with yogurt containers, soup cans, Jello molds, or decorative plastic ice cube trays.

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  • If the soaps are poured into decorative silicone ice cube trays, they will look every bit as pretty as a gift purchased from a specialty beauty supply store.

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  • Silicone ice cube trays are available in a wide variety of designs, such as flowers, hearts, and sea shells.

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  • While I found them a bit bland without seasoning, adding a cube of chicken bouillon made all the difference and I found them quite enjoyable.

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  • When people first hear of the ice cube diet, it is easy to think it's the latest fad requiring you to eat ice cubes for one meal a day or something like that.

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  • The Ice Cube referred to is a Hoodia ice cube designed by Desert Labs and said to help people lose weight.

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  • The idea behind the Hoodia Ice Cube is that it is a natural way to help people eat less.

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  • You drop the Hoodia Ice Cube in a glass of water or let in melt in your mouth once a day and it reduces your appetite.

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  • The difference is that the Hoodia Ice Cube helps you to eat less of them.

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  • The Hoodia used in the Ice Cube Diet is developed and researched by Desert Labs in the southern deserts of Israel.

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  • According to the manufacturers of the Hoodia Ice Cube, when the Hoodia is dried and put into pill form it destroys the structure and effectiveness of the plant.

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  • Here, we've compiled a list of resources for Ice Cube MP3 downloads, plus some links to free Ice Cube tracks.

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  • These sites bring you Ice Cube music from all the way back to his N.W.A. days, right through to his most recent album.

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  • Of course, we'd also love to hear from you if you know of any good Ice Cube resources, or if you have any tips for hip hop fans that are new to Cube.

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  • Ice Cube, also known as O'Shea Jackson, is one of the grandfathers of hip hop music and continues to be one of its most influential stars.

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  • In 1990, after a series of financial disputes, Ice Cube left N.W.A. and released a solo album, AmeriKKKa's Most Wanted.

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  • Ice Cube is also a respected actor and has appeared in several films, such as Boyz N the Hood, Higher Learning, Anaconda, and the Friday series.

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  • On this site, you can sample tracks or pay to download them, plus chat with other Ice Cube fans and write your own Ice Cube album reviews.

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  • Artist Direct also offers free streaming of Ice Cube albums, plus a change to purchase the entire album for download, or just the songs you like.

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  • Ice Cube's entire discography is represented here, as well as a few box set collections.

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  • If you're new to hip hop and want to hear more, Artist Direct makes recommendations of other artists you might like if Ice Cube floats your boat.

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  • MTV.com should be the destination of choice for hardcore Ice Cube fans.

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  • Here you can find every Ice Cube song, several of his videos for download, plus an extensive biography, photos, and ringtones.

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  • If you're looking to brush up on your Ice Cube knowledge or to make sure your Ice Cube MP3 download collection is complete, this is the place for you.

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  • With a huge community of users, you can find just about free music you want, from the latest Ice Cube MP3 to classical music for the more traditional set.

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  • The Ares Galaxy has a huge library of readily available music downloads spanning all sorts of genres, whether you're mostly interested in 80s goth music or the rap stylings of Ice Cube.

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  • The club anthem on the album is Ice Cube's You Can Do It.

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  • Rubik's cube party - Guests should wear clothing in Rubik's cube colors.

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  • Throughout the night, they must swap clothing items with other guests until each guest is wearing a solid Rubik's cube color.

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  • September 1990: Mike Sendall of CERN approves the purchase of a NeXT cube, which enables Berners-Lee to develop a global hypertext system.

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  • The restaurant is famous for its tender, delicious roast pork and cube steak; meat lovers are particularly satified with its menu.

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  • Molly dug through her purse to retrieved a familiar brownish cube, like the ones Katie'd eaten to stay alive in Hell.

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  • She pushed herself up, reaching into a pocket for a food and water cube.  Gabriel took her arm and pulled her to her feet.  She nearly choked on the cubes and swallowed them whole, struggling to keep up with the death-dealer as he darted into the forest.

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  • All these are strikingly alike in appearance and general characters, differing essentially only in chemical composition, and it would seem better to reserve the name cerargyrite for the whole group, using the names chlorargyrite (AgC1), embolite (Ag(Cl, Bl)), bromargyrite (AgBr) and iodembolite (Ag(C1, Br, I)) for the different isomorphous members of the group. They are cubic in crystallization, with the cube and the octahedron as prominent forms, but crystals are small and usually indistinct; there is no cleavage.

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  • Cube >>

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  • If, moreover, 0 vanishes identically f is a perfect cube.

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  • of a plane or solid figure are found in the same way by multiplying each element by the square, cube, ...

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  • moments by the total volume, area or length of the figure, we get the mean distance, mean square of distance, mean cube of distance, ...

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  • the square of the hypotenuse equals the sum of the squares on the sides), may have suggested the strictly analogous problem of doubling a cube.

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  • She reached into her pocket and pulled out one of the three water cubes and the remaining sugary cube.

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  • Van 't Hoff's formula is equivalent to taking the frequency of dissociation as proportional to the square of the concentration of the molecules, and the frequency of recombination as proportional to the cube of the concentration of the ions.

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  • (22) It will be seen that, whereas the couple varies inversely as the cube of the distance, the force varies inversely as the fourth power.

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  • In the preface to this work, which is dedicated to one Dionysius, Diophantus explains his notation, naming the square, cube and fourth powers, dynamis, cubus, dynamodinimus, and so on, according to the sum in the indices.

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  • Others occur in the Metrica where also a method of finding such approximate square, and even approximate cube, roots is shown.

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  • The faces of the cube are striated parallel to one diagonal, and alternate corners are sometimes replaced by faces of a tetrahedron.

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  • The Liber abaci, which fills 459 printed pages, contains the most perfect methods of calculating with whole numbers and with fractions, practice, extraction of the square and cube roots, proportion, chain rule, finding of proportional parts, averages, progressions, even compound interest, just as in the completest mercantile arithmetics of our days.

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  • The mensuration of the cube, and its relations to other geometrical solids are treated in the article Polyhedron; in the same article are treated the Archimedean solids, the truncated and snubcube; reference should be made to the article Crystallography for its significance as a crystal form.

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