Solving Two Falling Spheres Homework Statement

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The discussion revolves around a physics homework problem involving two falling spheres, M1 and M2, with specific masses and distances. The key calculations involve determining the velocity of M2 just before it impacts the ground and its subsequent velocity after an elastic collision with the ground. Understanding the direction of velocity is crucial, as it affects the calculations. The participant seeks guidance on how to initiate the problem-solving process, particularly regarding the velocities involved. The conversation emphasizes the importance of applying principles of momentum and energy conservation in elastic collisions.
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Homework Statement



Two spheres of mass M1 and M2 are arranged one above the other as shown. They are separated by a fraction of a mm. They are released from rest and allowed to fall to the ground, a distance h = 6.5 m below. Mass M2 collides elastically with the ground and then elastically with mass M1. Calculate the maximum height the center of M1 rises above the ground after the collision. D = 20 cm, d = 5 cm, M1 = 0.13 kg, M2 = 2.00 kg.

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Homework Equations



P = mv

The Attempt at a Solution



I have no ideas how to start on this problem. Any guide?
 
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I know one more thing is:

Pf = I + Pi

should I calculate the v first? Any ideas?
 
As a start, try answering these two questions:

1. What is the velocity of M2, just before it hits the ground?

2. Using the answer to #1, what is the velocity of M2 just after it collides elastically with the ground?

Note: my questions ask for velocity, not speed. You need to pay attention to direction and whether the velocity is positive or negative.
 
Got it! Thanks for your help ;)
 
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