g proportional to 1/ r^2
m g = k M m /r^2
g = k M /r^2
dg/dr = - k M (2 r)/ r^4 = -2 k M /r^3
here
k M/r^2 = g
so
dg/dr = -2 g/r
dg = - 2 g dr/r
dg = -2 g * 1 km / 6678.1 km
dg = - g (2 / 6678.1)
not a lot :)
Calculate The Value Of g At 1000m Above The Surface Of The Earth.The radius Of The Earth Is 6378.1km.
15 answers
now you have dg, you can find the new value of g.
Or, since
g = (GMM)/r^2
oldg = GMM/6378.1^2 = 9.8
newg = GMM/6379.1^2 = 9.8 * (6378.1/6379.1)^2
Or, since
g = (GMM)/r^2
oldg = GMM/6378.1^2 = 9.8
newg = GMM/6379.1^2 = 9.8 * (6378.1/6379.1)^2
Calculate the value of go at1000 me above the surface of the earth. The radius of the Earth is 6378.1km.
I wont in gerad 10 formula
in gerad 10 ?
thats way to much
calculate the value of g at 1000m above the surface of the earth. The radius of the earth is 6378.1km
calculate the value of g at 1000m above the surface of the earth. The radius of the earth is 6378.1km
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Do it
Calculate the value of g at 1000m above the surface of earth
Feb 20 2021
Calculate The Value Of G At 1000m Above the Surface Of the Earth.The radius of The Earth is 6378.1km.
Eyasu
Calculate the value of g at 1000 m above the surface of the earth the radius of the earth is 6378โข1 km
Ih