Knowing that the distance Earth-Moon is equivalent to approximately 60 times the radius of the earth, show that the period of revolution of the moon is approximately 27 days.
Radius of Earth,
Mass of Earth,
Orbital velocity = Orbital distance/Time Period
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Distance between Earth and Moon = Radius of Moon's Orbit = 60 times the radius of the earth.
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Consider the Moon and The Earth
The gravitational force on the moon by the earth is equal to the centripetal force of the moon.
Divide by to convert seconds to days
ANSWER:
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