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For the integral of f(x)= ((t^2-4)/(1+t^4)dt) from 0 to x how should you classify the relative maximum and minimum of f(x)
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\[\large \int\limits\frac{t^{2}-4}{1+t^{4}} dt\] Trig sub might work.. \(x^2=tan\theta\)
wait \(t^2=tan\theta\) typo
@Beckylynn u mean to find x that makes f(x) maximum or minimum?
woops then you differentiate? lol
why Beckylynn used word classify ?
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then what do you do ? Beckylynn please respond we need clarifications.
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