Math, asked by lokychinni252001, 7 months ago

integration of cos^2x/cos^x sin^2x dx​

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Answered by Anonymous
6

Answer:

[cos2x = cos²x - sin²x , use this here ] ⇒∫( cos²x - sin²x ).dx/sin²x.cos²x ⇒∫dx/sin²x - ∫dx/cos²x ⇒∫ cosec²x.dx - ∫sec²x.dx ⇒ -cotx - tanx ⇒-(sinx/cosx + cosx/ sinx ...

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