**Problem 1:**
An object travels 60 m in the first 6 seconds. Then keeps uniform motion for next 9 seconds. In the last 10 seconds of the journey it de-accelerates uniformly to rest. Find:

(i) maximum speed attained in the journey

(ii) total distance traveled in the whole journey.

**Problem 2:** An object is traveling with constant acceleration of 10 m/s. How much distance will it travel in 3^{rd} second of its journey?

**Problem 3:** A helicopter is ascending vertically at a speed of 19.6 ms^{-1}. When it is at a height of 156.8 m above the ground, a stone is dropped. How long does the stone take to reach the ground? See Solution

**Problem 4:** Using the following data, draw a velocity-time graph for a short journey on a straight road of a motorbike. See Solution

**Problem 5:** A proton is moving with a speed of 1 × 10^{7} m/s, passes through a 0.020 cm thick sheet of paper and emerges with a speed of 2.0 × 10^{6} ms^{-1}. Assuming uniform deceleration, find retardation and time taken to pass through the paper.See Solution

**Problem 6:** A constant force F changes the speed of 80 kg sprinter (athlete) from 3 m/s to 4 m/s in 0.5 seconds. Calculate the acceleration of the sprinter.See Solution

**Problem 7:** A 4 kg ball traveling with a speed of 2 m/s strike a rigid wall and rebounds elastically. If the ball is in contact with the wall for 0.05 sec, what is

- the momentum imparted to the wall
- the average force exerted on the wall

**Problem 8:** A projectile is thrown with a speed of 100 ms^{-1} at 30^{0} with the horizontal. Find

- Time of flight (b) Maximum

height it raised (c) The range

traveled

**Problem 9:** The maximum height gained by a projectile is 300 m. If it travels a range of 800 m, find the displacement of summit point from the point of projection. See Solution

**Problem 10:** Calculate the angle of projection for which K.E at the highest point of its trajectory is equal to one fourth of its K.E at the point of projection. See Solution