" (ix) "quad C=(1,7),r=(5)/(2)

Find the equation of the circle with centre C and radius r where (i) C(-1,b),r=a+b (ii) C=(-a,-b),r=sqrt(a^(2)-b^(2))(|a|gt|b|) (iii) C=(cos theta, sin theta),r=1 (iv) C=(-7,-3),r=4 (v) C-(-1/2,-9),r=5 (vi) C=(1,7),r=5/2 (vii) C=(0,0),r=8 (vii) C=(2,-3),r=4 (ix) C=(-1,2),r=5

A diatomic gas, having C_(p)=(7)/(2)R and C_(v)=(5)/(2)R is heated at constant pressure. The ratio dU : dQ : dW

Find the equation of the circle with centre C and redius r where. C= (1,7) , r =5/2

The relation R from A to B is given as R = {(1, 2), (2, 5), ((1)/(2), 7)} . The domain of R is

The relation R from A to B is given as R = {(1, 2), (2, 5), ((1)/(2), 7)} . The domain of R is

If relation R is defined as R={((x+1)/(2),(x-1)/(2)): wherex in Wandx is odd & less than 10} the range of R is a.{1,3,5,7} b.{1,3,5,7,9} c.{0,1,2,3,4} d.{2,4,6,8}

If A= [{:(1," 2",-1),(3,-2," 5"):}] , then R_(1) harr R_(2) and C_(1) rarr C_(1) + 2C_(3) given

If A= [{:(1," 2",-1),(3,-2," 5"):}] , then R_(1) harr R_(2) and C_(1) rarr C_(1) + 2C_(3) given