Evaluate the indefinite integral. \int \sec^{2}0\tan^{2}0d0

Rivka Thorpe 2021-11-09 Answered
Evaluate the indefinite integral.
sec20tan20d0
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Expert Answer

Cristiano Sears
Answered 2021-11-10 Author has 96 answers
Step 1
Calculate the indefinite integral.
sec20tan20d0
Consider,
u=tan0
du=sec20d0
Step 2
Substitution the value u and du.
sec20(tan20)d0
u2du
Apply power rule: xndx=xn+1n+1
u2+12+1
u33
We know that, u=tan0.
tan303+c; c=constant.
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