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using the substitution rule for integration, integrate (sec^2x)(tan3x)dx.
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put \[ u= \tan (3 x)\\ du = 3 \sec^2( 3x) dx \] Are you sure that your numerator is \[ \sec^2(x) \]
yes its all multiplied together and that's what I got for du too but I don't understand how to get dx by itself
I think it should be \[ \sec^2(3x) \] otherwise, you cannot od this problem.
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