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evaluate this derivative
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I mean integral: \[\int\limits_{}^{}(x+1)^2(1-x)^5\]
so i let u=1-x and then also rewrote x as being 1-u
i integrated and got the a similar answer as my book, but my signs were off
i got : 2/3(1-x)^6 - 4/7(1-x)^7 + 1/8(1-x)^8 +c
but my answer was suppose to be -1/8(1-x)^8 + 4/7(1-x)^7 - 2/3(1-x)^6 +c
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your answer is a 100% correct they pulled out a negative one and hence why you have opposite signs great substitution
yeah right
oh, thanks
i was like man how could it be wrong
nope good job, if you have anymore i love integrals
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nope good job, if you have anymore i love integrals
but if they pulled out a negative 1, how come, it should be like this -1( .......)
?
i guess not
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