Answer :
-- Doubling one mass doubles the product of the masses, and
doubles the strength of the gravitational forces between them.
-- Tripling the distance between them changes the strength of the
gravitational forces between them by the factor of
1 / 3² = 1 / 9 .
-- The new gravitational force between the objects is
( 2 / 9 ) = 22.2%
of the strength of the original gravitational force.
doubles the strength of the gravitational forces between them.
-- Tripling the distance between them changes the strength of the
gravitational forces between them by the factor of
1 / 3² = 1 / 9 .
-- The new gravitational force between the objects is
( 2 / 9 ) = 22.2%
of the strength of the original gravitational force.
The study of matter is called physic.
The gravitation force is defined as the attraction force between the two bodies. For example, the force of attraction between the Sun and Earth.
The formula of the gravitation pull is as follows:-
[tex]G = \frac{gMm}{r^2}[/tex]
According to the question if we double one mass doubles the product of the masses, and doubles the strength of the gravitational forces between them.
Hence, the correct solution of the equation is as follows:-
[tex]G =\frac{2}{(3^2)}\\\\ = 22.2%[/tex]
Hence, the correct answer is 22.2%
For more information, refer to the link:-
https://brainly.com/question/20293447