Question

What happens to the gravitational force between two objects when the masses of both the objects are doubled and the distance is tripled..?? please answer!!

Answer 1

Heya mate, Here is ur answer

The force will become 4/3 of the previous value.

Let us see how❓❓

$f = g \frac{m1m2}{d {}^{2} }$


Now when both the Masses are doubled and distance is tripled, so the formula becomes


$f = g \frac{2 \times m1 \times 2 \times m2}{3 \times d {}^{2} }$


$f = g \frac{4 \times m1m2}{3 \times d {}^{2} }$


$f = \frac{4}{3} \times g \frac{m1m2}{d {}^{2} }$

Warm regards

@Laughterqueen

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