the moon is about 384000 km from the earth and its path around the earth is nearly circular find the circumference of the path described by the moon in one complete Revolution about the earth(useπ=3.14)
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by using formula
circumference of circle= 2πr=2×3.14×384000=2411520
it is very easy question
circumference of circle= 2πr=2×3.14×384000=2411520
it is very easy question
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0
Answer:
Solution :
Moon Revolves round the earth .
The distance travelled is simply the circumference of circle .
we know that ,
Circumference Of Circle = 2*π*r (where r is radius of Circle)
Here Distance Between earth and moon = Radius of Circle = 385000kms
therefore distance traveled by moon in a month = 2*π*r
=2*22/7*385000 kms
=2*22*55000kms
=44*55000 kms
=2.4×10^6 km
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