prove that the acceleration due to gravity is independent to the mass of the object
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Answered by
8
Hey.
Here is the answer.
As F = G M m / R^2
where G is universal gravitational constant
M is the mass of earth
R is the radius of the earth
m of the object
Also, F = m a ....... here a = g as it is under the gravity of earth
so, F = m g
where g is acceleration due to gravity
equating both equations,
g = G M / R^2
as all the terms are constant here so, g or acceleration due to gravity is independent to the mass of the object.
Thanks.
Here is the answer.
As F = G M m / R^2
where G is universal gravitational constant
M is the mass of earth
R is the radius of the earth
m of the object
Also, F = m a ....... here a = g as it is under the gravity of earth
so, F = m g
where g is acceleration due to gravity
equating both equations,
g = G M / R^2
as all the terms are constant here so, g or acceleration due to gravity is independent to the mass of the object.
Thanks.
Answered by
1
Answer:
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Explanation:
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