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Integrate (tan(x))^6: integrating an even power of tangent using the identity tan^2(x)=sec^2(x)-1.

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We compute the indefinite integral of tan^6(x) by using the identity tan^2(x)=sec^2(x)-1 repeatedly. To integrate (

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Integrate even power of tangent, definite integral (tan(x))^6 using (tan(x))^2=(sec(x))^2-1.

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Integrate even power of tangent: (tan(x))^4 definite integral. Apply (tan(x))^2=(sec(x))^2-1!

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