take the integral of e^(-x/4)((sin(x^2))
http://www.wolframalpha.com/input/?i=integrate+e^%28-x%29+sin%28x^2%29 you sure about the question??
hahaha yup, i am quite sure, i even used the website you posted and came to the conclusion of having a "human" help me with this problem rather than a computer. I tried to do it by hand and was quite unsuccessful :(
if there were no x^2 at the end then i could have helped you for sure!!!
the problem i am trying to solve involve the question giving me this equation along with its graph, and thus it asked me to find the absolute maximum and justify my answer. So i thought i should take the integral of the first derivative to find its original in order to find the max
the absolute max of f(x)
the first derivative being the equation already given above
is some interval given you to??
yeah, the interval from 0-3
mmm what do you mean by definite integral :P
sorry ... that doesn't work!!!
well the only other information give to me is that f(0)=5, but i am not sure as to how that will help
are you university student??
eh.....why?
did you study numerical integration method???
there's one way, i am not sure if this method will work \[ \int_{0}^{x} f(x) = F(x) - F(0)\] Evaluate the integration using numerical method and find the value of F(x)... from 0 to 3, this is going to be computer's job rather than hand.
Don't see how how f(0)=5.
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