Gravity Problem: Equator vs Poles - What Happens?

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If the Earth stops rotating, the value of gravitational acceleration 'g' will increase by Rω² at the equator, while remaining unchanged at the poles. This change occurs because the centrifugal force experienced at the equator due to rotation counteracts gravity, affecting the scale reading. When standing on a scale at the equator, the apparent weight would increase without the Earth's rotation. Understanding the dynamics at the equator clarifies the situation at the poles, where no such centrifugal force is present. The discussion emphasizes the application of Newton's second law to explain these changes in weight readings.
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if the Earth stops rotating , the value of 'g' will increase by Rω2 at the equator but will remain same at the poles.how does it happen?could you please explain me this?
 
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Imagine something was resting on a scale (such as a bathroom scale). What determines the reading of the scale? (Apply Newton's 2nd law.)
 
Doc Al said:
Imagine something was resting on a scale (such as a bathroom scale). What determines the reading of the scale? (Apply Newton's 2nd law.)

Can u be a little more precise.i could not get what u said.
 
anigeo said:
Can u be a little more precise.i could not get what u said.
What didn't you understand?

Imagine you are at the equator standing on a scale. The scale reads your apparent weight. If the Earth stopped rotating, how would the reading change?
 
then doc, what about the poles?
 
anigeo said:
then doc, what about the poles?
When you figure out the answer at the equator, the answer at the poles will be clear.
 
Doc Al said:
When you figure out the answer at the equator, the answer at the poles will be clear.
i got the point clearly`.
thanx.
 
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