A particle covered x distance in first 4 seconds and y distance in next 5 seconds. Find the relation between X and Y.

A particle starts from rest with constant acceleration.It travels a distance x in the first10 s and a distance y in the next 20 s. The relation between x and y is.

A particle starts from rest with constant acceleration. It travels a distance x in the first 10 s and a distance y in the next 20 s. The relation between x and y is

A particle starts from rest with constant acceleration. It travels a distance x in the first 10 s and a distance y in the next 20 s. The relation between x and y is- (A) y = x (B) y = 2x (C) y = 8x (D) y = 4x

If x prop y^2 and y = 2a, when x = a, then find the relation between x and y.

If x=acostheta and y=bsintheta ,find the relation between x and y.

If xprop y^(2) and y= 2a when x=a, then find the relation between x and y .

If 1/y - 1/x prop 1/x - 1/y then find the relation between x and y.

A particle starts moving from rest with uniform acceleration. It travels a distance x in first 2 seconds and distance y in the next 2 seconds. Then:

If tan ^(-1) y= 4 tan ^(-1) x , find the algebric relation between x and y

The expression for a standing wave is y(x, t) = 2 sin ( 0 . 1 pi x) cos 100 pi t , where x, y are in cm and t is in second. Find the distance between a node and the next antinode of the wave .