how do we solve integration sums in easy way ?
pls this request any tricks
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Answer:
= By substitution, u = tan, the first part can be easily solved,
=13tan3θ
= The second integral can be solved by =∫(sec2θ−1)dθ=tanθ−θ+C.
=Hence, I=13tan3θ−tanθ−θ+C.
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Step-by-step explanation:
Questions to be Solved on Methods of Integration-
- = By substitution, u = tan, the first part can be easily solved,
- =13tan3θ
- = The second integral can be solved by =∫(sec2θ−1)dθ=tanθ−θ+C.
- =Hence, I=13tan3θ−tanθ−θ+C.
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