Asked by Anonymous
The Moon orbits Earth every 27.3 days. Determine the angular velocity of the Moon, in degrees per day and in radians per day.
The radius of the orbit of the Moon is about 384 400 km. How far does the Moon move along an arc of it's orbit every?
The radius of the orbit of the Moon is about 384 400 km. How far does the Moon move along an arc of it's orbit every?
Answers
Answered by
IWantAnIceCreamTruck
well it takes the moon to rotate earth 27.3 days.1 rotation = 360 degrees
therefore 360/27.3 = 13.19 degrees/day
to convert to radians, 1 rotation = 360 degrees= 2 X Pi
2Pi/27.3days = 0.23 rad
therefore 360/27.3 = 13.19 degrees/day
to convert to radians, 1 rotation = 360 degrees= 2 X Pi
2Pi/27.3days = 0.23 rad
Answered by
IWantAnIceCreamTruck
oh nd for thhe second part use the formula arc= radius X angle theta
angle would be the one we calculated in th first parrt, MAKE SURE YOU ALWAYS PUT THETA IN RADIANS IN THIS FORMULA
angle would be the one we calculated in th first parrt, MAKE SURE YOU ALWAYS PUT THETA IN RADIANS IN THIS FORMULA
Answered by
Anonymous
1.96 * 104
Answered by
Anonymous
13
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