Does More Mass Reduce Gravity According to F=mg?

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The discussion centers around the equation F=mg, which relates force (F), mass (m), and gravitational acceleration (g). A participant expresses confusion about the relationship between mass and gravity, questioning why rearranging the equation to F/m=g suggests that greater mass leads to less gravity. The response clarifies that the equation indicates that as mass increases, the force also increases, maintaining a consistent acceleration due to gravity. The misunderstanding arises from assuming a constant force independent of mass, which is incorrect. The clarification resolves the confusion, affirming that all masses fall at the same rate in a gravitational field, and the original poster acknowledges this understanding. The conversation also notes that the topic might be better suited for a general physics forum.
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ok this may seem stupid to the experienced but it has bothered me for a while.
the Equation F=mg
is it not true that the more mass u have the greater the graviety u have?
and if this is true why then when the equation is rearranged
F/m=g therefore the greater mass you have the less Graviety u have?!
C'mon people the sky is falling the sky is falling

Peace
 
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No, F/m=g doesn't say more mass->less gravity, it says given the force on a mass in a gravitational field and the amount of mass, there is so much acceleration. Given:
F=mg
then it should be obvious that:
F/m=(mg)/m=(m/m)g=(1)g=g
The problem in your reasoning is that you make the assumption that the force is constant as the mass increases, and this leads you to the contradictary conclusion. As shown above, the force varies with the mass, so that the answer will always be the same in a given gravitational field where the test mass is small enough not to cause any consequential movement in the tested mass (Earth).
However, if your assumption was right, and the force on a mass was constant and independent of the amount of mass, then g would vary inversly with the size of the mass, which means that greater masses would fall slower. But they don't, so it's not.
 
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thanks for clearing that up that makes logical sense and you have solved an ongoing saga for me
I guess the sky isn't falling[b(]
it was like i was the first one out the boat on D-Day
i got Binked
thanks
regards
 
I don't know what 'binked' means, and for future reference, something like this should be in the general physics forum.
 
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