9 Animated Videos | 28 Structured Questions.

find the position of the particle at max. speed from given eqn of position.

Find velocity v(t) and acceleration a(t) function.

Velocity, when particle attains 0 acceleration?

Find the acc. of the particle at max. speed from given eqn. of v(X).

Find 't' taken by particle to come to rest when subjected to retarding force a= - k v.

Time taken by object to come to rest would be?

Average velocity for total time of motion?

Plot (a-x) graph using (v-x) graph while deriving equation using differentiation.

From v-x graph, find instantaneous acceleration at x=3 m?

Ratio of time taken in two a-x graphs?

From x-(1/v) graph, find time taken by the particle to move from x=3m to x=15m.

Plot (x-t) graph when velocity is changing as v = k x.

Speed of the particle at time t?

Choose the correct statement when x=(1-e-bt).

Choose the correct statement when a = -kv.

find the displacement of particle when its velocity becomes zero, given t = x + 3 .

Choose the correct statement when dv/dt=6-3v, the body is rest at t=0.

Velocity in the time interval b/w t=0 and the instant when f=0?

Plot v-t, |v|-t and s_t graphs.

Find the time interval for which the particle retards.

Mark the correct statement(s).

Magnitude of velocity at a time t after the cut-off?

Write displacement as a function of time.

Find the acceleration of the particle.

Find the acceleration at time t second.

Find the retardation.

Find acceleration as a function of x.

Find acceleration as a function of time.