The Moon has an orbital period of 27.3 days and an orbital radius of 3.84*108m. Find the orbital velocity of the moon in m/s. Explain your answer. ____________________ m/s
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T2 10.) The Moon has an orbital period of 27.3 days and an orbital radius of 3.84*108m. Find the orbital velocity of the moon in m/s. Explain your answer.
____________________ m/s
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- Astronomy help 69. The synodic period of Mars is 2.14yrs. Convert the distance from the Sun to Mars into meters. 70. The synodic period of Mars is 2.14yrs. Using the above information, find the mass of the Sun?Uniform circular motion involves three key variables: the moving object's speed, the size of the circle, and the time it takes to go around once. A circle's circumference equals its radius multiplied by 2?. The time it takes to complete one full circular "orbit" is called the period. Examples: The period of Earth's orbit around the Sun is about 365 days, and the period of the Moon's orbit around the Earth is roughly 28 days. A circle has the following labels. The label circumference is on the outside of the circle. A dot at the center of the circle is labeled center. A line extending from the center to the edge of the circle is labeled radius. A line extending from one side of the circle, through the radius, and to the other side of the circle is labeled diameter. The following equations are next to the circle: diameter = 2 ✕ radius d = 2r circumference = ? ✕ diameter circumference = 2? ✕ radius c = ?d c = 2?r Let's put these ideas to work. Suppose it takes a horse 20.0 seconds to…The moon revolves around the Earth in a circular orbit with a radius of 3.84×108 ?.?? ????? 27.3 ???? for the moon to complete one orbit around the Earth. What is the centripetal acceleration of the moon?
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