A ball with a mass m is launched with a speed v1 at a downward angle theta from a height h1
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A ball with a mass m is launched with a speed v1 at a downward angle theta from a height h1

A ball with a mass m is launched with a speed v1 at a downward angle theta from a height h1 as shown in the diagram below. The ball strikes the floor. The coefficient of restitution between the ball and the floor is e. Determine the following:

a) the maximum height h2 that the ball achieves after bouncing off the floor.

b) the distance x between the location where the ball hits the floor and the location where the ball achieves its maximum height.

Use the values in the table below.


Hint
Engineeringb.) Distance is calculated by the multiplication of speed and time the formula is D=ST. Speed and rate are similar this is because they both represent the distance per unit time, kilometre or miles per hour therefore, r=s=d/t. Distance is the space amount or extent between two lines, points....

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