Anyone wanna help with the fundamental theorems of calculus? :D
Like the conceptualization of the derivative as a limit? Or the chain rule? ;-)
Like the first and second theorems and applying them to problems
For example... one of my many questions xD if f is the antiderivative of \[\frac{ x^2 }{ 1+x^5 }\] such that f(1)=0, then f(4)=?
That's a good one. Antiderivative is the integral right? That one looks like a tough one to integrate...
Yup
well i figured out tht to set it up it would look like\[\int\limits_{1}^{4} \frac{ x^2 }{ 1+x^5 }\]
and i got the answer using my calc but idk how to do it without it lol
wow, check this out: http://www.wolframalpha.com/input/?i=integrate+x%5E2%2F(1%2Bx%5E5)
loll haven't done any of tht yet.. Is there like a "backwards" quotient rule??
I feel like tht would b helpful in this, but we haven't talked about one yet if there is
not sure what that would be... they have a step by step link which shows you how to get there, but you have to subscribe. I think i created an account one time and got a free trial. it was really cool - showed you how to do it.
ah okay thanks. I'll ask my teacher on this one tomorrow
ok, good luck!|dw:1478042598644:dw|
Lol thank you, and you too :D
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