At which height above earth's surface is the value of g same as in 100 km deep mine
Answers
Answered by
22
Hey mate ^_^
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Solution:
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Let the variable 'g' represent the height.
g = 0 ( 1- 2h/r )....... (1)
g = 0 ( 1- d/r )....... (2)
The variable 'd' represents the depth.
g = 0 ( 1- 2h/r ) - (1) ≡ g = 0 ( 1- d/r )....... (2)
2h/r = d/r
h = d/2 = 100/2 = 50 km
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Answer: 50 km
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#Be Brainly❤️
========
Solution:
========
Let the variable 'g' represent the height.
g = 0 ( 1- 2h/r )....... (1)
g = 0 ( 1- d/r )....... (2)
The variable 'd' represents the depth.
g = 0 ( 1- 2h/r ) - (1) ≡ g = 0 ( 1- d/r )....... (2)
2h/r = d/r
h = d/2 = 100/2 = 50 km
=============
Answer: 50 km
=============
#Be Brainly❤️
misslovelypriya:
Hlo..
Answered by
7
Let height be h
we know that for variation of g with height,
g=g0(1−2hR) −−−−(1)
and for variation in g with depth
g=g0(1−dR) −−−−−−−(2)
where d is the depth.
according to the question
g0(1−2hR)=g0(1−dR)⇒2hR=dR⇒h=d2=1002=50km
we know that for variation of g with height,
g=g0(1−2hR) −−−−(1)
and for variation in g with depth
g=g0(1−dR) −−−−−−−(2)
where d is the depth.
according to the question
g0(1−2hR)=g0(1−dR)⇒2hR=dR⇒h=d2=1002=50km
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