Help with free fall and Newtons second law problem

AI Thread Summary
In free fall, an object's acceleration is equal to the acceleration due to gravity (g), which is approximately 9.81 m/s², regardless of its mass. The equation F=ma confirms that while force increases with mass (F=mg), acceleration remains constant because it is determined solely by gravity. Doubling the object's mass does not affect its acceleration; it remains the same because mass does not influence the rate of fall in a vacuum. This principle aligns with Galileo's experiments demonstrating that different masses fall at the same rate. Thus, mass is irrelevant to the acceleration of a freely falling object.
Frankenstein19
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Homework Statement


Using Newtons second law, if an object with mass M is free falling (the only F acting upon it is its own weight), calculate the object's acceleration. What would happen to its acceleration should its mass duplicate?

Homework Equations


F=ma

The Attempt at a Solution


So since the object is free falling its acceleration is = to g. And that should be my answer right?
Could I just do
F=mg
mg=ma
g=a?
or is that just wrong?

then if the objects mass duplicates its acceleration stays the same because its constant? so the objects mass is irrelevant to its acceleration, right??
 
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Frankenstein19 said:
so the objects mass is irrelevant to its acceleration, right??
Right! If I remember correctly, that's exactly what Galileo proved by dropping two different masses from the Tower of Pisa..
 
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