**Part 2 of 3**The Roche limit for Jupiter is given by:\[ R = 2.44r_j \]\[ R = \text{_______ km} \][Submit] [Skip (you cannot come back)]---This section explains how to calculate the Roche limit for Jupiter. The Roche limit is the minimum distance to which a celestial body, held together by its own gravity, can approach a larger body like Jupiter without being torn apart by tidal forces. The formula provided uses \( r_j \), which might denote the radius of Jupiter or a related measurement. The calculated distance (\( R \)) is in kilometers and can be found by multiplying 2.44 by \( r_j \). **Instructions:**Fill in the blank with the correct value in kilometers and submit your answer. If you choose to skip, note that you cannot return to this question.

Roche limit is an orbit around the planet at which asteroid or any other mass will collapse due to the tidal forces of the planet.Roche limit(rigid) of Jupiter is 894,677km Roche limit (fluid) of Jupiter is 1,732,549km

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Part 2 of 3 The Roche limit for Jupiter is given by: R = 2.44r R = |km Submit Skip (you cannot come back)

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ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

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**Part 2 of 3**

The Roche limit for Jupiter is given by:

\[ R = 2.44r_j \]

\[ R = \text{_______ km} \]

[Submit] [Skip (you cannot come back)]

---

This section explains how to calculate the Roche limit for Jupiter. The Roche limit is the minimum distance to which a celestial body, held together by its own gravity, can approach a larger body like Jupiter without being torn apart by tidal forces. The formula provided uses \( r_j \), which might denote the radius of Jupiter or a related measurement. The calculated distance (\( R \)) is in kilometers and can be found by multiplying 2.44 by \( r_j \).

**Instructions:**
Fill in the blank with the correct value in kilometers and submit your answer. If you choose to skip, note that you cannot return to this question.

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