Derive equations of motion graphically for a particle having uniform acceleration, moving along a straight line.

Using velocity time graph, derive the equations of motion for uniform acceleration moving along a straight line.

A particle performing uniform circular motion has

For a particle having a uniform circular motion, which of the following is constant.

For a particle having uniform circular motion, which is the following is constant?

Derive equations of motion for a particle moving in a plane and show that the motion can be resolved in two independent motions in mutually perpendicular directions.

Derive equations of motion for a particle moving in a plane and show that the motion can be resolved in two independent motions in mutually perpendicular directions.

Assertion: The equation of motion can be applied only if acceleration is along the direction of velocity and is constant. Reason: If the acceleration of a body is constant then its motion is known uniform motion

Derive the equation of motion from the velocity-time graph.

What is the direction of velocity of a particle performing uniform circular motion?

Answer the following questions: In the case of a body moving along a straight line with a uniform acceleration, obtain the kinematical equations of motion by graphical method.