A ball is thrown straight downward from the top of a 45m high school hostel with an initial speed of 5ms−1.
a. (a) Taking the downward direction as positive, list the numerical values (with units and signs) of u, s and g that are relevant to the motion until the ball reaches the ground.
b. (b) Choose an appropriate kinematic equation connecting s, u, g and t, and rearrange it algebraically to make t the subject.
c. (c) Calculate the time taken by the ball to reach the ground, correct to two significant figures.