What is the force if distance between the object is tripled
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Answer:
F2=F/9
Explanation:
F is inversely proportional to square of distance
==>F1/F2=(D2/D1)^2
F1=F ; F2=? ; D1=D ; D2=3D
==>F/F2=3D x 3D/D x D
F/F2=9
F2=F/9
Answered by
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Answer:
If distance is tripled, the new equation formed is F = (G * (m1 * m2))/ (3*r) ^2 . Thus we see that the force due to gravity becomes 1/9th of the force of gravity in the initial condition when distance was r.
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