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Find the distance traveled during the time interval...(picture attached)
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Hint: Find the integral of v(t)
You should end up with something like this: \[\int\limits_{0}^{3} (t^2 + 4t - 5) \space dt\]
I got 12 as the answer :/
I get 12 as the answer as well. Weird
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I don't know what to tell you
well thank you for trying
@Satellite73
you got 12 as an answer, but maybe you are going forwards and backwards
I see nothing to suggest such a thing @satellite73
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if \(0<x<1\) this thing is negative, so you have to break the integral up in to two intervals, and integrate \[-\int_0^2f(t)dt+\int_1^3f(t)dt\]
I see
too bad we lost @Anachronism
i made a typo anyways integrate from 0 to 1 and then from 1 to 3
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