The figure shows the acceleration-time graph of a particle. Which of the following represents the corresponding velocity-time graph? ( consider initial velocity zero )

Question

The figure shows the acceleration-time graph of a particle. Which of the following represents the corresponding velocity-time graph? ( consider initial velocity zero ) Question

(A)

(B)

(C)

(D)

Tardigrade Admin · Accepted Answer

Since acceleration is constant, therefore there is uniform increase in velocity. So, the v-t graph is a straight line slopping upward to the right. When acceleration becomes zero, velocity is constant. So v-t graph is a straight line parallel to the time-axis.

Q. The figure shows the acceleration-time graph of a particle. Which of the following represents the corresponding velocity-time graph? ( consider initial velocity zero )

Since acceleration is constant, therefore there is uniform increase in velocity. So, the $v - t$ graph is a straight line slopping upward to the right. When acceleration becomes zero, velocity is constant. So $v - t$ graph is a straight line parallel to the time-axis.

Q. The figure shows the acceleration-time graph of a particle. Which of the following represents the corresponding velocity-time graph? ( consider initial velocity zero )

Since acceleration is constant, therefore there is uniform increase in velocity. So, the v−t graph is a straight line slopping upward to the right. When acceleration becomes zero, velocity is constant. So v−t graph is a straight line parallel to the time-axis.

Since acceleration is constant, therefore there is uniform increase in velocity. So, the $v - t$ graph is a straight line slopping upward to the right. When acceleration becomes zero, velocity is constant. So $v - t$ graph is a straight line parallel to the time-axis.