If masses of two point objects is doubled and distance between them is tripled, then gravitational force of attraction between then will nearly

If masses of two point objects is doubled and distance between them is

1.	If masses of two point objects is doubled and distance between them is tripled, then gravitational force of attraction between then will nearly
Answer» incease by 225% decrease by 44% decrease by 56% increase by 125% Solution :% change = ` ([G((2m_(1))(2m_(2)))/((3r)^(2))-(Gm_(1)m_(2))/(R^(2))])/(Gm_(1)m_(2)) xx 100` ` = ((4)/(9)-1)/(1) xx 100 = - 56%,` -ve sign indicates that force of attraction decreases.

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If masses of two point objects is doubled and distance between them is tripled, then gravitational force of attraction between then will nearly

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