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why the weight of same bag is more in pole than equator?
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at the poles, the radius of the earth is smaller than the radius of the earth at the equator. \[a = GM/r^2\] here, G and M are constants So, acceleration and the square of the radius are inversely proportional. as radius decreases, acceleration incerases and thus, weight increases
There is a second reason: as Earth is rotating, the bag is subject to a centripetal force at the equator. There is no such force at the poles.
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