. A small toy car having 300 grams of mass and going straight with an initial velocity of 13 m/s. When the toy car collides with an obstacle, a resistive force of 4 N acts upon it. The speed of the toy car reduced and reached 8 m/s. Draw its free body diagram and then find the time for the toy car to be into rest position?

The free-body diagram is attached in the image below. The time for the toy car to be in rest position is 0.6 s

From the given information:

A force is regarded as a push that causes an alteration in motion of an object within a specified distance. It is usually expressed by the formula:

∴

Using the first equation of motion for the time to bring the car to rest from it reduced speed of 8 m/s;

since the final speed to bring the car in rest position is (0), then:

0 = 8 -  13.33(t)

13.33(t) = 8

t = 8/13.33

t = 0.6 seconds

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