QUESTION 2 Consider a totally inelastic collision like the one detailed in the lab manual where M is initially at rest and m moves with an initial speed of vo= 10 m/s. Assume that m= 100 g and M = 300 g. What will be the speed of the masses right after the collision in m/s?
QUESTION 2 Consider a totally inelastic collision like the one detailed in the lab manual where M is initially at rest and m moves with an initial speed of vo= 10 m/s. Assume that m= 100 g and M = 300 g. What will be the speed of the masses right after the collision in m/s?
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
Transcribed Image Text:QUESTION 2
Consider a totally inelastic collision like the one detailed in the lab manual where M is initially at rest and m moves with an initial speed of vo = 10
m/s. Assume that m = 100 g and M = 300 g. What will be the speed of the masses right after the collision in m/s?

Transcribed Image Text:QUESTION 6
This is a continuation of the previous question. If the length of the pendulum is 0.75 m, what maximum angle from the vertical will the masses swing
up to in degrees?
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