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Calculus help?
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evaluate the trigonometric integral. Integral (x^2-sin x) dx
integral x^n dx is x^(n+1)/(n+1) +c that should give you integral of x^2 when you put n=2. integral of sin x dx is standard = cos x +c
so it would be x^(2+1)/(2+1) + c +cos x + c?
yes, and now you can combine those constants into one since constant say 'c' x^3/3 + cos x +c
and that's it I don't do anything else?
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nopes, that would be your final answer :)
Thank you so much
if you want to verify your answer, take the derivative of your answer and see whether you get the original function back :)
ok. I will. Thanks!
your welcome ^_^
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