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Venus Williams' tennis racquet gives a 0.057 kg ball a speed of 58 m/s starting from rest, and the racquet stays in contact with the ball for 5.0 ms. What average force does the racquet exert on the ball?
AAbout 6.6 N
BAbout 660 N
CAbout 66,000 N
DAbout 33 N
Answer & Solution
Correct answer: B. About 660 N
1. The change in momentum is delta p equal to m times (v_f minus v_i), which is (0.057 kg)(58 m/s minus 0 m/s).
2. That multiplication gives a change in momentum of about 3.3 kg m/s.
3. The average net force is F_net equal to delta p divided by delta t, using the 5.0 ms contact time, which is 5.0 times ten to the minus 3 seconds.
4. Dividing gives 3.3 kg m/s divided by 0.0050 s, which is about 660 N.
5. 66,000 N would come from mistakenly treating the contact time as a hundred times shorter than the 5.0 ms actually given, and 6.6 N and 33 N are each off by more than a factor of ten from the correct force.
_Source: OpenStax College Physics (CC BY 4.0), Ch 8 "Linear Momentum and Collisions", section 8.2 Impulse_
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