These may be looked The six upon as being all derived by various modifications or elementa ry arrangements of the single form-unit, the slope or inclined land forms. plane surface.
F, Foot; op, operculum; mn, anal papilla; ry, dry, two portions of unabsorbed nutritive yolk on either side of the intestine.
- bs Plan of of St Circular marks that this cemetery " gives an Syracuse.(From Agincourt.) idea of a work executed with design and leisure, and with means v e ry different from those at command in producing the catacombs of Rome."
Ry °Alessi Mata j `M Kadt K cui 0.
- Protorhynchidae, Rhynchonellidae, Cent Ronellidae, Terebratulidae, Stringocephalidae, Megalanteridae, Terebratellidae, At Ry Pidae, Spiriferidae, Athyridae]].
But against this explanation of the heading ry;p' 2 there is an almost insuperable objection; for, since both the first and second books contain psalms with this heading, it is clear that the " Chief Musician's - or Director's - Psalter " must have been in existence before either of these books; in which case, apart from the difficulty of the antiquity which we should be compelled to assign to this earliest Psalter, it is impossible to understand on what principle the first book of Psalms was formed.
If the liquid is stirred up by the rotation R of a cylindrical body, d4lds = normal velocity reversed dy = - Rx- Ry ds (5) ds 4' + 2 R (x2 + y2) = Y, (6) a constant over the boundary; and 4,' is the current-function of the relative motion past the cylinder, but now V 2 4,'+2R =o, (7) throughout the liquid.
An angular velocity R, which gives components - Ry, Ix of velocity to a body, can be resolved into two shearing velocities, -R parallel to Ox, and R parallel to Oy; and then ik is resolved into 4'1+1'2, such that 4/ 1 -R-Rx 2 and 1//2+IRy2 is constant over the boundary.
Ch (2n +1)I 7 ry /a yl-R3ct (2n +I)3.ch(2n+I)17b /a ' 16 cos(2n+I) 2 7 z /a w1=4,i+ 4, ii = iR ?3a2 an elliptic-function Fourier series; with a similar expression for 1,'2 with x and y, a and b interchanged; and thence 4, = '1 +h.
Ry[(h - y) 2 ]/h (8) 4' =4G'- zR[(ahy)2+x2] - ZRRh 3 +3h 2 y+h)x 2 -y 2) -3 x2y + y3 ]/ h (9) and over the base y =o, dx/dv= -dx/dy = +Z R(111 2 - 3x 2)/h4 = - 1 R (s h2 -1-x 2).
Ras Fart at .1/ OS'hna E ha Dhaniar, .ry_ftellan °Yariny
) p0U2 dx + ry I dx) c dx.
Most of these statutes are founded on the 9 and arb'tr3 ry 10 Will.
N - - - ry a ?
So that Denoting dx/dt, the horizontal component of the velocity, by q, (49) v cos i =q, equation (43) becomes (50) dq/dt= -r cos i, and therefore by !(48) (51) dq _dq dt ry di - dt di-g' It is convenient to express r as a function of v in the previous notation (52) Cr = f(v), dq _vf(v) di - Cg ' an equation connecting q and i.
The first regular expedition to ry penetrate far inland was in 1801-1802, when John (afterwards Sir John) Truter, of the Cape judicial bench, and William Somerville - an army physician and afterwards husband of Mary Somerville - were sent to the Bechuana tribes to buy cattle.
About the same time Naharin (N-h-ry-n) is given as the northern boundary of Egypt's domain (year 30 of Amenbotep or Amenophis III.), over against Kush in the south (tomb of Khamhet: Breasted, Anc. Rec. ii.
OTTO IV.(c. 1182-1218), Roman emperor, second son of H: ry the Lion, duke of Saxony, and Matilda, daughter of Henry II., king of England, was most probably born at Argenton in ce ral France.
I ry °Ax om' .
They kept only Calais; and now it was their turn to have a madman, Hen.ry VI., for king.
Yet they have never been without some distinct recognition of a supreme being, whom they call Andriamdnitra, " The Fragrant One," and Zanahc ry, " The Creator " - words which are recognized all over the island.
>> 0'1, r: -?-:w ry See de Prado, Recuerdos de Africa; historia de la plaza de Ceuta (Madrid, 1859-1860); Budgett Meakin, The Land of the Moors (London, 1901), chap. xix., where many works dealing with Spanish Morocco are cited.
Milk is a medium not only admirably suited to the growth of bacteria, but ry Y Y g as a matter of fact, always contaminated with these organisms in the ordinary course of supply.
Titian`Rese,ry i¦ S a e rvat o as' r ` c 35 4 Mt ancia` ?, a Socorro: +Lincoln 34 3 32 /.0z.
We have also the geometrical relations x = (a/c) (qz ry), 5 = (a/c) (rx p1), = (a/c) (pyqx).