In a case of a motion, displacement is directly proportional to the square of the time elapsed. What do you think about its acceleration i.e., constant or variable ? Explain why ?

In a case of a motion, displacement is directly proportional to the square of the time elapsed. What do you think about its acceleration i.e., constant or varianle ? Explain why ?

Read the given statements and select the correct option. Statement 1: When the displacement of a body is directly proportional to the square of the time, then the body is moving with uniform acceleration. Statement 2 : The slope of velocity-time graph with time axis gives acceleration.

The velocity of a particle moving in a straight line is directly proportional to 3//4th power of time elapsed. How does its displacement and acceleration depend on time?

A body travels such that square of time is proportional to the displacement. Its acceleration is:

A particle is moving on a straight line such that square of its velocity is directly proportional to distance as shown in graph. What is the acceleration of the particle ?

Time period (T) of pedulum is directly proprortional to the square root of length of string by which bob is attached to a fixed point and iknversely proportional to the square root of gravitational constant g. Time period of a bob is 3 seconds when the gravitational constannt g is 4m//"sec"^(2) and length of string is 9 metre, what is the time period of a bob having astring of length 64 metre and gravitational constant 16m//"sec"^(2) ?

Show that for a particle in linear simple harmaonic motion, the acceleration is directly proportional to its displacement of the given instant.

Show that in simple harmonic motion (S.H.M.), the acceleration is directly proportional to its displacement at the given instant.