if integration of cotx/(cotx+cosecx) from limit 0 to pi/2 =m(pi+n) then find the value of mn?

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Q) If Integration ∫ ( 0 to (𝜋/2)  ) cot𝑥/(cot𝑥+cosec𝑥) 𝑑𝑥 =𝑚(𝜋+𝑛), then 𝑚.𝑛 is equal to #maths Q) If Integration ∫ ( 0 to (𝜋/2)  ) cot𝑥/(cot𝑥+cosec𝑥) 𝑑𝑥 =𝑚(𝜋+𝑛), then 𝑚.𝑛 is equal to #maths
Q) If Integration ∫ ( 0 to (𝜋/2)  ) cot𝑥/(cot𝑥+cosec𝑥) 𝑑𝑥 =𝑚(𝜋+𝑛), then 𝑚.𝑛 is equal Q) If Integration ∫ ( 0 to (𝜋/2)  ) cot𝑥/(cot𝑥+cosec𝑥) 𝑑𝑥 =𝑚(𝜋+𝑛), then 𝑚.𝑛 is equal
Integration of tanx, cotx & cosecx #shorts #integration #calculus Integration of tanx, cotx & cosecx #shorts #integration #calculus
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