A particle travels according to the equation `x=at^(3),y=bt^(3)`. The equation of the trajectory is

A point moves in the x-y plane according to the equations x=at, y=at- bt^2 .Find (a)the equation of the trajectory, (b)acceleration as a function of t, (c )the instant t_0 at which the velocity and acceleration are at pi//4 .

A point moves in the x-y plane according to the equations x=at, y=at-vt^2 Find : (a) the equation of the trajectory, (b) acceleration as s function of t (c) the instant t_0 at which the velocity and acceleration are at pi/4 .

Equation Of Trajectory

A particle travels according to the equation y=x-(x^(2)/(2)) . Find the maximum height it acheives (x and y are in metre)

A particle travels according to the equation y=x-(x^(2)/(2)) . Find the maximum height it acheives (x and y are in metre)

A particle travels according to the equation y=x-(x^(2)/(2)) . Find the maximum height it acheives (x and y are in metre)

Equation OF Trajectory

A particle moves according to the equation t=sqrt(x)+3 ,where will be the particle come to the rest for the first time.

A particle moves according to the equation t=sqrt(x)+3 , when will be the particle come to the rest for the first time