At what distance above the surface of the earth is the acceleration due to the earthβs gravity 0.980 π/π 2 if the acceleration due to gravity at the surface has a magnitude of 9.80 π/π 2 ?
g=F/m=GM/r2βr=GM/g=g=F/m=GM/r^2\to r=\sqrt{GM/g}=g=F/m=GM/r2βr=GM/gβ=
=6.67β 10β11β 5.97β 1024/0.98==\sqrt{6.67\cdot 10^{-11}\cdot 5.97\cdot10^{24}/0.98}==6.67β 10β11β 5.97β 1024/0.98β=
=20157518 (m)=20157518\ (m)=20157518 (m)
h=20157518β6371000=13786518 (m)h=20157518-6371000=13786518\ (m)h=20157518β6371000=13786518 (m)
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