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Mathematics
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Anti-differentiation
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\(\large v(t) - v(0) = \int \limits_0^t a(t) dt \) \(\large \implies \) \(\large v(t) - 5 = \int \limits_0^t t-4 ~dt \)
that gives : \(\large v(t) = \dfrac{t^2}{2}-4t + 5\)
Oh, I thought it'd be harder >.< Thanks gane :D
:) but thats just the velocity funciton... u figured out how to find position is it ?
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Yea, I know how to do it from here :P
okay i bet you do :) just making sure lol ..
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