Sofia dropped her purse on the desk in her cube without removing her sunglasses.
"You have five minutes to leave my cube, or I'll bite your neck!" she retorted.
I haven't been able to get you out of my cube for the past two weeks.
He took away her pain first then shoved a water cube between her lips.
Lankha shoved another cube in her mouth, then a third.
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.
She popped one water cube but replaced the sugary cube with some hesitation.
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.
Molly dug through her purse to retrieved a familiar brownish cube, like the ones Katie'd eaten to stay alive in Hell.
Molly offered her a food and water cube, both of which lessened the pain throbbing through her.
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.
There was no way she was sleeping tonight, even if she didn't feel any threat from the phantom.
The phantom shook his head in silent objection.
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.
22) To find two numbers such that their product their sum gives a cube (IV.
Projecting from the upper platform at the centre of the chord of the semicircular area is a cube of rock, ii ft.
This points to the conclusion that substitution has been effected in one of the cube faces.
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.
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.
For other speeds the power varies as the cube of the speed.
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.
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."
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.
For this purpose four vertical mirrors are arranged round the vertical sides of a cube which is rapidly revolved about a vertical axis.
That amount, if melted, would form a cube fifty-five feet on each side.