The tiny moon Deimos has a mass of 1.48 x 1015 kg. It orbits Mars in a nearly circular orbit, with a radius of 2.45 x 108 m, and a speed of 1410 m/s. Determine the moment of inertia of Deimos relative to Mars.
Added by Alexander W.
Step 1
The angular momentum of Deimos relative to Mars is given by: L = mvr where m is the mass of Deimos, v is its speed, and r is its distance from the center of Mars. Substituting the given values, we get: L = (1.48 x 10^15 kg) x (1410 m/s) x (2.45 x 10^8 m) L = Show more…
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