## Rx Sentence Examples

- If (f,4) 1 be not a perfect square, and
**rx**, s x be its linear factors, it is possible to express f and 4, in the canonical forms Xi(**rx**)2+X2(sx)2, 111(**rx**)2+1.2 (sx) 2 respectively. - If 4) =
**rx**.sx, the Y2 =1 normal form of a:, can be shown to be given by (rs) 4 .a x 4 = (ar) 4s: 6 (ar) 2 (as) 2rxsy -I- (as) 4rx; 4) is any one of the conjugate quadratic factors of t, so that, in determining**rx**, sx from J z+k 1 f =o, k 1 is any root of the resolvent. - 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. - Example 3.-Analysing in this way the rotation of a rectangle filled with liquid into the two components of shear, the stream function 1//1 is to be made to satisfy the conditions v 2 /1 =0, 111+IRx 2 = IRa 2, or /11 =o when x= = a, +b1+IRx 2 = I Ra2, y ' 1 = IR(a 2 -x 2), when y = b Expanded in a Fourier series, 2 232 2 cos(2n+ I)Z?
**rx**/a a -x 7r3 a Lim (2n+I) 3 ' (1) so that '?" - Simpson's two formulae also apply if u is of the form px 3 - }- 5x 2 +
**rx**-}- s. - Let s be the perpendicular from 0, the join of C and T on the direction of S; t the perpendicular from A, the join of C and S on the direction of T; and c the perpendicular from B, the join of S and T on the direction of C. Taking moments about 0,
**Rx**- W 1 (x+a) - W 2 (x+2a) =Ss; taking moments about A, R3a-W 1 2a-W 2 a =Tt; and taking moments about B, Rea-W I a = Cc. - For this purpose it was fixed that there should be an annual provision of
**Rx**.i,50o,000, to be spent on: (1) relief, (2) protective works, (3) reduction of debt. - The value of the imports from Kabul to India in 1892-1893 was estimated at 221,000
**Rx**(or tens of rupees). - In 1899 it was little over 217,000
**Rx**, the period of lowest intermediate depression being in 1897. - In 1894-1895 it had sunk to 274,000
**Rx**, and in 1899 it figured at 294,600**Rx**. - In 1898-1899 the imports from Kandahar to India were valued at 330,000
**Rx**, and the exports from India to Kandahar at about 264,000**Rx**. - We have also the geometrical relations x = (a/c) (qz ry), 5 = (a/c) (
**rx**p1), = (a/c) (pyqx).