Earth's Gravity if the Earth rotated the opposite direction

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SUMMARY

If the Earth rotated in the opposite direction, the gravitational force experienced at the equator and the North Pole would remain unchanged. The key equation governing this phenomenon is Newton's Gravity Equation, which incorporates gravitational force and centrifugal force. The only variable that would change is the angular velocity (omega), which would simply switch signs but not affect the overall calculation due to its squared term. Therefore, the weight of an object would not be influenced by the direction of Earth's rotation.

PREREQUISITES
  • Understanding of Newton's Gravity Equation
  • Familiarity with centrifugal force concepts
  • Basic knowledge of angular velocity (omega)
  • Concept of gravitational force at different latitudes
NEXT STEPS
  • Research the implications of centrifugal force on weight at different latitudes
  • Explore advanced applications of Newton's Gravity Equation in astrophysics
  • Study the effects of Earth's rotation on satellite trajectories
  • Investigate how changes in angular velocity affect gravitational calculations
USEFUL FOR

Physics students, educators, and anyone interested in gravitational physics and the effects of Earth's rotation on weight and force calculations.

rogersjc
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1. Suppose the Earth rotated in the opposite Direction. How would this effect your weight at the equator. At the North Pole



2. Newtons Gravity Equation and the centrifugal Force

Fg = -G*(Me*rhat/r^2) + omega^2*R + Fn

3. Since the only thing I can see that will change is the omega value it will be the opposite sign. I do not believe the gravity will change and thus the weight will not change since the omega is squared. Is that the correct way to go about solving this problem?
 
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The direction should have nothing to do with the result.

The mass of the Earth, its size and rate of spin are all the same.
 

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