why is F≠ma?
what are all the cases when F≠mass×accleration
shinchan3449:
are u sure it is *not equal* in the question?
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when we apply force but there is no acceleration in the system f is not equal to m.a
Answered by
1
According to Newton's second law of motion
the force applied on a body is equal to the rate of change of momentum it undergoes
implying,
dp/dt=Force
ie.d(mv)/dt=F
when m is constant,
we get F=M×A
but is m isn't constant F is not equal to m×a
but F=[(m)dv/dt]+[(v)dm/dt]
the force applied on a body is equal to the rate of change of momentum it undergoes
implying,
dp/dt=Force
ie.d(mv)/dt=F
when m is constant,
we get F=M×A
but is m isn't constant F is not equal to m×a
but F=[(m)dv/dt]+[(v)dm/dt]
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