Question

In vaccum all freely falling bodies with different masses reach:

Answer 1

Answer:

According to Galileo, two bodies of different masses, dropped from the same height, will touch the floor at the same time in the absence of air resistance.

BUT Newton's second law states that a=F/ma=F/m, with aa the acceleration of a particle, mm its mass and FF the sum of forces applied to it.

I understand that acceleration represents a variation of velocity and velocity represents a variation of position. I don't comprehend why the mass, which is seemingly affecting the acceleration, does not affect the "time of impact".

Explanation:

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Answer 2

$In <space> vacuum all the freely falling bodies with different masses reach at the same time due to no air resistance.$

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