the acceleration of moon towards the center of the earth
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Answer: The centripetal acceleration of the moon is v2/r. Details of the calculation: (a) The distance the moon travels in 27.3 days is d = 2πr = 2.41*109 m. Its speed is v = d/(27.3 days) = (d/(2.36*106 s)) = 1023 m/s
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Given that the Moon goes around Earth about every 27.3 days and that its distance from the center of Earth is 3.85 x 108 m, what is the moon’s centripetal acceleration
The correct answer is 2.7 x 10–3 m/s2.
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