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Strictly speaking its not the same .

This equation calculates the acceleration:

acceleration = ( G * ( m1 + m2 ) ) / d2

where:

G = newtons gravity constant

m1 = earths mass (kg)

m2 = objects mass (kg)

d = distance between centres of gravity (metres)

The earths mass is so large however, only a significantly large object mass would make a real difference to the acceleration.

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Related Questions

Does height affect acceleration?

the gravitational pull makes the object fall quicker. it doesn't matter about weith


What is the relationship between static acceleration and an object's position in a gravitational field?

The relationship between static acceleration and an object's position in a gravitational field is that the static acceleration of an object in a gravitational field is constant and does not change with the object's position. This means that the object will experience the same acceleration due to gravity regardless of where it is located within the gravitational field.


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Explain why the gravitational acceleration of any object near earth is the same as no matter what the mass of the object is?

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