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An object of mass 3 kg is at rest.if a force F= (6t²i+4tj) N is applied on the object , then the velocity of the object at t=3 s is -------m/s.please

explain with clear explanation..:-)


F=ma or m dv/dt so to get velocity we write dv=(f/m)dt
now we integrate both sides with limits 0 to 3 to get the velocity
that gives us:(2t^3 + 2t^2)/m
putting the values we get the right answer
1 5 1
can you tell me the answer in vector form ?
the answer is (18i+6j)...i dont get it
after integrating we got v=(2t^3i +2t^2j)/3 where i,j are vectors along x,y axis and v is velocity vector , 3 is the mass
putting t=3 we get the answer!
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