im posting this on math, dont judge.
Which of these pairs of objects exerts the greatest gravitational force on each other? Object 1 and Object 3 Object 4 and Object 3 Object 1 and Object 4 Object 4 and Object 2
@AloneS @AravindG
@triciaal @ShadowLegendX
@jim_thompson5910
Assuming all of them have the same mass, 1 and 3 I'm pretty sure based on distance
1 and 3?
cool
thats whta i thought but...
explain it first please becuase it may be a trick question, very well.
k so force of gravity between two objects FG = Gm1m2/r^2 <--where G is the gravitational constant and the two m's are assumed to be constant and the same, only r can change As you increase r, or distance between the two centers of the objects, you increase the FG, yes, but it is written as a negative, so actually smaller negative FG is stronger
so farther apart ones are stronger is what im hearing?
or was that to prove that 1 and 3 were correct.
As in your value of FG will increase, but since it is negative, it's becoming weaker in a sense. So -100 vs -1000.
ah
based on the equation @Erak wrote, as r increases, the value of 1/(r^2) decreases So as r gets bigger, the force between the objects F gets smaller That's why the earth exerts more gravity on you than say a distant object like Neptune. Though Neptune does have some pull
I'm not sure how you're getting FG to be negative though
Gm1m2/r^2 G is some constant (positive) m1,m2 are the masses (positive) r^2 is always positive even if r was negative (r is some positive distance)
yeah i dont see any negatives in this.
oh man I was thinking about another physics formula, sorry, ignore the negatives part
so we going with 1 and 3, just to clarify?
yes, the closer the two objects are, the more force of gravity between them.
figured, well thanks, always better to check.
dont forget to close this :D
@jim_thompson5910 Right, it's the gravitation potential energy equation that requires it to be negative U = -Gm1m2/r Oops, I swear I'm not crazy, just tired.
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