Two objects with different masses interact, characterize the forces
They must be different They might be different always equal and opposite always the same
would this be b? because you dont know the amount of force of them but you know they have different masses
it just depends on which one has the bigger mass
Yeah, I agree. Netwon's Second Law is \(F=ma\) Therefore forces are different since masses are different.
but its not a must right?
im like debating on a and b :/
oh now you mention it, I believe it's B since acceleration can be different too.
different masses and acceleration can be equal, like \(6\cdot6 = 9\cdot4\)
yes thats actually the next question about the accelerations of the 2
would the answer be the same about the acceleration saying you dont know the mass ?
im inclining more toward c, the forces need to be equal and opposite
What do you think? @ganeshie8 I am not fully confident though :)
so ganeshie like a baseball bat and a ball?
yeah but wait, i don't think that should be the case always
yeah, something like this is why I am not confident with my answer.
lol
the objects can travel in the same direction after collision also : |dw:1411595815583:dw|
LOL! I googled "Two objects with different masses interact, characterize the forces" and first link leads to here
google might be making fun of us haha!
ahaha :p but its like we dont know the force or the acceleration so what is the possibility of it being different?
We shouldn't concern about the possible for certain things to happen. we just need to consider cases.
ah
@geerky42 so i found this Rearranging gives the equation: mA ∕ mB = aB ∕ aA From this equation it appears that the accelerations are equal only when the two masses are equal. Otherwise, for the case where the masses are unequal, there is also a difference in the accelerations.
yeah, that makes sense. However difference in accelerations and masses could wind up to be equal F = 4kg * 9m/s^2 = 36 N F = 6kg * 6m/s^2 = 36 N So even if masses are different, force could be same. hence B instead of A.
Or at least what I believe.
I was thinking the same thing you were thinking sos i agree with you
but what could you say about acceleration
they might be different they must be different always the same or unkown
unknown*
would it be the same as the force question ?
I think so?
Wait, are forces same?
well its the same question just with characterize the acceleration
so id say so
well then id say that would be unknown then aha
I just remembered about formula mA ∕ mB = aB ∕ aA
yes that means if it is equal does it not?
So \(m_Aa_A = m_Ba_B\) So according to this formula, if masses are different, then accelerations MUST be different.
Acceleration HAVE to be different, so \((ma)_A\) can be equal to \((ma)_B\)
Alrights so if mass different acceleration has to be different that makes sense
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