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k so how do i get the antiderivative of tan^2x? please just hints only, im really trying to learn this stuff haha
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its integral of tan^2(x) if that is clearer sorry
Hint: \(\tan^2x=\sec^2x-1\)
start with\[\sin^2x+\cos^2x=1\]and get tan^2 out of it
ok blockcolder went a step ahead of me, but same idea
ok! so do i just sup sec^2x-1 and take the integral of that
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that would work, wouldn't it?
lol
yes i do think that would work
for the integral of (sec^2(x) - tan^2(x))dx i got (tan(x)-tan(x)-x) is that right?
a separate integral?
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