`inttan ^(2/3)xsec^2xdx`

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int tan^(2)xsec^2xdx

Evaluate the following definite integrals underset(0)overset(pi//4)inttan^(3)x.sec^(2)xdx

int tan^(4)xsec^2xdx

int tan^(2)xsec^(4)x dx

What is inttan^(2)xsec^(4)xdx equal to ?

The value of inttan^(3)2xsec2x dx is equal to:

inttan^2(2x-3)dx

If inttan^(3)x sec^(3)xdx=((1)/(m))sec^(m)x-((1)/(n))sec^(n)x+c, then (m, n)-=

inttan^2xdx

Evaluate: inttan^3 2x.sec2xdx