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 Find tan6θdθ\text { Find } \int \tan 6 \theta d \theta \text {. }

Question 74

Multiple Choice

 Find tan6θdθ\text { Find } \int \tan 6 \theta d \theta \text {. }


A) tan6θdθ=16lnsec6θ+C\int \tan 6 \theta d \theta = - \frac { 1 } { 6 } \ln | \sec 6 \theta | + C
B) tan6θdθ=16lncos6θ+C\int \tan 6 \theta d \theta = \frac { 1 } { 6 } \ln | \cos 6 \theta | + C
C) tan6θdθ=6lncos6θ+C\int \tan 6 \theta d \theta = - 6 \ln | \cos 6 \theta | + C
D) tan6θdθ=6lnsec6θ+C\int \tan 6 \theta d \theta = - 6 \ln | \sec 6 \theta | + C
E) tan6θdθ=16lncos6θ+C\int \tan 6 \theta d \theta = - \frac { 1 } { 6 } \ln | \cos 6 \theta | + C

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