Magnitude of g change and mt everest

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To calculate the change in the magnitude of gravity (g) from sea level to the top of Mt. Everest, use the formula g = (M*G)/(r*r), where M is Earth's mass, G is the gravitational constant, and r is the radius from Earth's center. The radius at sea level is 6377 km, while at the summit of Mt. Everest, it is 6377 km + 8.841 km. By substituting these values into the formula, the difference in g can be determined. This calculation is essential for completing the homework assignment before the deadline. Understanding this concept is crucial for accurately solving the problem.
babighurl00
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Please help me figure this out..

The tallest spot on Earth is Mt. Everest, whichis 8841 m above sea level. if the radius of the Earth to sea level is 6377 km, how much does the magnitude of g change between sea level and the top of Mt. Everest.

I need to know how to do this and submit it b4 midnight tonight for a grade..please help me
 
Science news on Phys.org
The acceleration of gravity g at a spot of the surface of Earth is
g=(M*G)/(r*r)
M is the mass of earth, G is Newton constant and r is the radius from the center of the Earth to the spot
Now is simple to know the answer to your problem
 

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