give reason for this statement the value of g is Greater at the poles than at the equator
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Answered by
5
As you know that,
g=GM/R×R
here,
'g' stands for acceleration due to gravity
'G' stands for gravitational constant
'M' stands for mass of the earth
'R' stands for radius of the earth
from the above equation,
Radius of the earth 'R' is inversely proportional to 'g'
As you we know earth is not completely circular but elliptical in shape
It is flattened at poles so 'R' is less at poles than at equator
Therefore,less value of 'R'=more value of 'g'
Hence, the value of'g'is more at the poles than equator.
g=GM/R×R
here,
'g' stands for acceleration due to gravity
'G' stands for gravitational constant
'M' stands for mass of the earth
'R' stands for radius of the earth
from the above equation,
Radius of the earth 'R' is inversely proportional to 'g'
As you we know earth is not completely circular but elliptical in shape
It is flattened at poles so 'R' is less at poles than at equator
Therefore,less value of 'R'=more value of 'g'
Hence, the value of'g'is more at the poles than equator.
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Answered by
7
Answer: we know thaTV the value if g is greater in the poles than the equater.
Therefore Gp > Ge
Explanation: g = acceleration due to gravity
G= gravitational constent
M = mass on earth
R = radius of earth
We know that earth is not perfectly circle in shape ,it is a bit flattened by the top
Therefore , the value G < the value of g
Hence it's prooved
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