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\[\int\limits \tan ^{2}x dx\] >rewrote as \[\int\limits \frac{ sinx }{ 1+cosx } dx\]
@amistre64
>set u=cosx >du/dx=sinx >du=sinxdx >sub in >\[\int\limits \frac{ 1 }{ 1+u } du\]
>take antiderivative > \[\ln (1+u)\]
>sub cosx back for u >final answer is ln(1+cosx) Is this right?
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actually ln (1+cosx) +C ofc
@zepdrix @.Sam.
@ganeshie8
@Zarkon
Its kinda hard to see....
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yea sorry about that
@tester97
anyone?
so is my answer correct?
I can answer if you make it more clear to see.
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