Question

$\huge\underline \mathfrak\blue{Questiøn♡}$

What happens to the force between two objects, if
I) The mass of one object is doubled ?
ll) The distance between the two objects is doubled and tripled ?
lll) The masses of both objects are doubled ?


@MɪꜱꜱSᴛʀᴀɴɢᴇ01~​

Answer 1

Answer:

Ans (i) if the mass of one object is doubled then the gravitational force between the two objects get doubled.

(ii) if the distance between the two object is doubled then the gravitational force between the two objects become one- fourth and if the distance between the two objects is tripled then the gravitational force between the two objects become one- ninth.

(iii) if the masses of the both objects are doubled then the gravitational force between the two objects becomes four times.

Answer 2

ANSWER

$\mathtt {F= \frac{GMm}{{R}^{2} } }$

(i) IF one mass say, m is doubled, Then force is

$\\ \mathtt {F' = \frac{2GMm}{R2} = \: 2F} \: \\ \mathtt {the \: force \: gets \: doubled....}$

(ii) IF The disTance is doubled and Tripled-

$\\ \mathtt { F′= \frac{2GMm}{{(2R)}^{2}} \: = \: 4F}   \\ \\ [tex] \\ \mathtt { F′= \frac{2GMm}{{(2R)}^{2}} \: = \: 4F}   \\ \\ \mathtt {and,} \\ \\ \\ \mathtt { F′= \frac{2GMm}{{(2R)}^{2}} \: = \: 4F}   \\ \\ \mathtt {and,} \\ \\ \mathtt {F′= \frac{2GMm}{{(3R)}^{2}}=9F}$

(iii) IF boTh masses are doubled, Then Force is

$\\ \mathtt {F′ = \frac{4GMm}{{R2}^{2}}=4F} \\ \\ \: \mathtt {the \: force \: gets \: quadrupled..}$

BRAINLEIST.....

@Vashuahubu77