two planets have radii r and 2r and denisities d and 4d. the ratio of their acceleration due to gravities is
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Answered by
1
Hey,
Acc due to gravity at the surface of planet = g = (4/3) GRλp
Planet 1; R = R
p = d
so,
g1 = (4/3) GRλd.....(i)
planet 2 ; R = 2R
p = 4d
so,
g2 = (4/3) G2Rλ4d...(ii)
now divide equation (i) by (ii),we get
g1/g2=1/8
ratio will be 1:8
HOPE IT HELPS:-))
Acc due to gravity at the surface of planet = g = (4/3) GRλp
Planet 1; R = R
p = d
so,
g1 = (4/3) GRλd.....(i)
planet 2 ; R = 2R
p = 4d
so,
g2 = (4/3) G2Rλ4d...(ii)
now divide equation (i) by (ii),we get
g1/g2=1/8
ratio will be 1:8
HOPE IT HELPS:-))
ttvssrinivasulu:
answer will be 1:8
Answered by
0
hey here is your answer...........
when a body covers equal distances in equal interval of time then it is said uniform motion
when a body cover unequal distances in equal interval of time then it is said to be non uniform motion.
hope it is helpfulAnswer:
Explanation:hey here is your answer...........
when a body covers equal distances in equal interval of time then it is said uniform motion
when a body cover unequal distances in equal interval of time then it is said to be non uniform motion.
hope it is helpful
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