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Approximately what percentage of the ball’s initial kinetic energy (before the bounce) is the ball’s final kinetic energy (after the bounce)? Give your answer to the nearest whole number in units of %. Write your answer without units i.e., 12 % as 12.
Question 4 c)
Immediately the bounce, the ball has a smaller magnitude of kinetic energy than it did just before the bounce. In what form of energy is this energy primarily “lost”?
Question 4 b)
If the ball accelerates uniformly when it hits the floor, calculate its acceleration as it comes to rest before rebounding. Give your answer to the nearest whole number in units of m/s . Write your answer without units i.e., 12 m/s
Question 4 a)
As a tennis ball bounces on a hard surface, it undergoes deformation, compressing and then rebounding. A tennis ball of mass 57.0 g is dropped from a height of 2.4 m onto a concrete surface and rebounds to a height of 1.35 m. During impact, the ball compresses by approximately 5 mm. Ignore the effects of air resistance.
How fast is the ball moving when it hits the concrete surface?
Question 3 c)
The batters’ muscles must provide the energy taken to swing the bat from rest. If we model the batter’s swing as having an average speed of 18 m/s over a swing time period of 200 ms, what is the power output required by the batters’ muscles to achieve this swing? (Assume 100% of the energy from her muscles is transferred to the bat.)
Question 3 b)
If the softball and bat are in contact for 10 ms, what is the average force that the bat exerts on the ball? Give your answer to the nearest whole number in units of N. Write your answer without units i.e., 12 N as 12.
Question 3 a)
A fastpitch softball player swings her 600 g bat with a speed of 25 m/s at the time of impact with the ball. She hits a 170 g softball that was approaching her at a speed of 30 m/s. The ball rebounds at 41 m/s.
How fast is her bat moving immediately after the impact? (Ignore the interaction with her hand for the duration of the collision.) Give your answer to 1 decimal place in units of m/s. Write your answer without units i.e., 12.6 m/s as 12.6.
Question 2 d)
This
time, a curler picks up a ‘joke’ stone weighing 40 kg. They launch it at the
same speed as before (3.5 m/s) and again, there is no extra sweeping. Which one
of the following is true?
Question 2 c)
A
20 kg stone is launched with a speed of 3.5 m/s and travels 42 m before stopping
(without any team members sweeping). What is the magnitude of the friction
force on the stone? Assume constant acceleration. Give your answer to one
decimal place in Newtons. Write your answer without units i.e., 1.2 N as 1.2.
Question 2 b)
The sweepers in a curling competition adjust the (direction it is going) of the stone by:
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