acceleration = 3t^2 + 2t + 1
find expression for instantaneous velocity at any time "t"

Question

acceleration = 3t^2 + 2t + 1 
find expression for instantaneous velocity at any time "t"

anonymous · Answer

I got the answer but here is integration constant included

anonymous · Answer

possibly. maybe there's more to this question than you're telling us :)

anonymous · Answer

no nothing more, i just wanted to know if integration constatnt should be there or not

anonymous · Answer

that's a stumper.
Maybe just set it to zero?

anonymous · Answer

In the options it is given with and without a constant 
and the correct answer is the option without a constant

anonymous · Answer

set that to zero for what

anonymous · Answer

i don't want to find max or min

anonymous · Answer

i want to know then why integration constant is not included

anonymous · Answer

I meant set the constant to zero... thereby having pretty much no constant lawl

anonymous · Answer

why constant is 0

anonymous · Answer

I don't know... I'm just as confused as you are :D

anonymous · Answer

In Newtonian mechanics we don't assume constant

anonymous · Answer

Like in f=dp/dt

f=kma        when mass is constant

k is 1 Newton

so f= ma

anonymous · Answer

I don't know the reason

ganeshie8 · Answer

$$\large v(t) - v(0)  =  \int \limits_0^t  3t^2 + 2t + 1 ~dt$$

anonymous · Answer

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