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Asteroids X, Y, and Z have equal mass of 9.0 kg each. They orbit around a planet with M = 3.20x1024 kg. The orbits are in the

Help please!! I am struggling to understand this, i feel like i have tried everything

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Answer #1

1. In central force motion angular momentum remains conserved. There angular momentum at e will be same as that r

Same.

2. Angular momentum for Z is less than that X.

less than

3. Since  L=mr?. And  Is > La. لاله م لی at same distance r.

less than

4. Time period Τα α3/2 . Where a is semi-major axis of ellipse. Since semi-major axis for Z is smaller than X.

Therefore time period of X will be larger than Z.

greater than

5.  Since semi-major axis for X is smaller than Y. Therefore time period of X will be smaller than Y.

less than

6. Since angular momentum is same at all point of an orbit and L=mr? . Where r is position vector magnitude. Therefore when ever r is large \omega will be small and vice versa. Since r is large at point r than at point s. Therefore angular velocity at point r will be less than that at point s

less than

7. r at v is larger than that at e. Therefore angular velocity will be less at v than e.

less than

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