what is the relation between acceleration due to gravity and universal gravitational contstant
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Answered by
13
Gravitational force is given by
F = GMm/r^2
Here F = ma = mg
Therefore,
mg = GMm/r^2
Divide both sides by m
g = GM / r^2
In above g and G relation
g = acceleration due to gravity of planet
G = universal gravitational constant
M = mass of planet
r = radius of planet
F = GMm/r^2
Here F = ma = mg
Therefore,
mg = GMm/r^2
Divide both sides by m
g = GM / r^2
In above g and G relation
g = acceleration due to gravity of planet
G = universal gravitational constant
M = mass of planet
r = radius of planet
MacTavish343:
perfect!!
Answered by
1
Acceleration due to gravity "g" is expressed by
g = GM/r^2
where,G = Universal gravitational constant!
M = Mass of the earth
R = Radius of the earth
This is the relation between acceleration due to gravity and Gravitational constant
g = GM/r^2
where,G = Universal gravitational constant!
M = Mass of the earth
R = Radius of the earth
This is the relation between acceleration due to gravity and Gravitational constant
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