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Gravitationally, the same force does not affect a small mass and a large mass.

The small mass is acted upon by a smaller gravitational force, and the large mass

is acted upon by a larger gravitational force. The result is that the small mass and

the large mass fall with the same acceleration, and meet the ground with the same

speed. During the fall, onlookers typically nudge each other and remark to each other:

"My word! The large mass weighs more than the small mass!" They are correct in their

impression, and the scientific reason behind their perspicacious observation is the fact

that the gravitational force acting on the large mass is greater than the gravitational

force acting on the small mass.

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Ebba Hoeger

Lvl 13
2y ago
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Wiki User

13y ago
The acceleration will be lower for the larger mass, and larger for the smaller mass.

F = MA

Force = Mass x Acceleration

Acceleration = Force / Mass

Since the force is the same in both cases, the acceleration is proportional to 1/Mass.
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Wiki User

12y ago

The acceleration of the small rock will be much greater than that of the large rock.

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Wiki User

7y ago

The smaller mass will experience greater acceleration, all other things being equal, according to the formula F = mA.

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Q: How do the accelerations compare if the same force is exerted first is on the large mass and then on a small mass?
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