What is the true weight of an object in a geostationary satellite that weighted exactly 10.0N at the north pole?
Answers
Answered by
30
The true weight of an object in a geostationary satellite that weighted exactly 10.0 N at the north pole is 0.23 N.
Solution:-
mg'
= mg / (1 + h/R)²
= 10 / (1 + 5.66)²
= 0.23 N.
Solution:-
mg'
= mg / (1 + h/R)²
= 10 / (1 + 5.66)²
= 0.23 N.
Anonymous:
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Answered by
64
Weight W1 at Poles = GMm/r² = 10.0 N,
where radius r1 = 6,356 Km at the Poles
Radius of Geostationary orbit from center of Earth = r2 = 42,161 km
r2/r1 ≈ 6.63
W2/W1 = r1² / r2²
W2 = 10 / (6.63)² = 0.227 Newtons
where radius r1 = 6,356 Km at the Poles
Radius of Geostationary orbit from center of Earth = r2 = 42,161 km
r2/r1 ≈ 6.63
W2/W1 = r1² / r2²
W2 = 10 / (6.63)² = 0.227 Newtons
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