(adsbygoogle = window.adsbygoogle || []).push({}); [SOLVED] Universal Gravitation

1. The problem statement, all variables and given/known data

Jupiter's closest moon, Io has a mass of 8.90 x 10^22 kg. The mean radius of Jupiter is 6.99 x 10^7m, the mean distance from the center of jupiter to the center of Io is 4.22 x 10^8m, and the mass of Jupiter is 1.90 x 10^27.

A) Determine the gravitational froce

B)Find the period of Io

3. The attempt at a solution

I solved for F_G and got = 6.334 x 10^22

Then I set up my equation like so:

[tex] F_G = \frac{m_{Io}4\pi^2(R)}{T^2} [/tex]

My question is, for R in the above equation would I just use the distance between the center of masses, or the distance between the center of mass minus the radius of Jupiter? I am sure it is the center of masses, but why is Jupiter's radius in the problem then...

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# Homework Help: Universal Gravitation

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