Find the antiderivative F(t) of the function f(t) that satisﬁes the given condition:
f(t) = (t−1)t2 −2t10 , F(1) = 0

How do I go about this problem? There's a particular anti-deriv. I need to find but how do I find it?

Question

Find the antiderivative F(t) of the function f(t) that satisﬁes the given condition:
f(t) = (t−1)t2 −2t10 , F(1) = 0 

How do I go about this problem? There's a particular anti-deriv. I need to find but how do I find it?

irishboy123 · Answer

what is f(t)?

it looks like $$f(t) = (t−1)t^2 −2t^{10}$$

anonymous · Answer

You foiled the 10 out?

freckles · Answer

is that what it looks like?
I mean does @IrishBoy123 have the right function f(t)?