If a planet has density equal to twice the density
of earth but radius equal to half of earth, then a
person weighing 72N on earth will weight how
much on that planet.
1)72N
2)36N
3)12N
4)8N
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Answers
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Answer is 8 N
Let the mass of earth be 'm' and density be 'p' and volume be 'v'.
Then mass of the earth will be m=pv.
Given,
p1=2p
V1=4/3pi(r/2)^3=v/8
then m1=2p×v/8=pv/4=m/4
F=G mM/r^2=72N
Therefore,
F1=GmM/4(3r/2)^2=4GmM/4×9×r^2=4×72/4×9=8N
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