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Integration Trigonometric Substitution

0 votes

Solve step by step using trigonometric substitution.

asked Dec 22, 2014 in CALCULUS by anonymous

1 Answer

0 votes

The function is .

Substitute .

Apply derivative on both sides.

Substitute and .

      (since )

We know that then

image

image

Substitute image and image

image

answered Dec 22, 2014 by yamin_math Mentor

I understand where you got   from but where did you get   ?

As we have consider  .

image

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