JEE Advanced 2022 Paper 2 | Tough Integral Problem Solved! in 30 Sec 🧠 | Maths With Vishal

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πŸ”₯Definite Integral VS Indefinite Integral Which is HARDER? #shorts #calculus #integration #math πŸ”₯Definite Integral VS Indefinite Integral Which is HARDER? #shorts #calculus #integration #math
If βˆ«γ€–1/(π‘Ž^2 sin^2 π‘₯+𝑏^2 cos^2 π‘₯) 𝑑π‘₯γ€— = 1/12 tan^(βˆ’1) (3tanπ‘₯)+ c , then the maximum value If βˆ«γ€–1/(π‘Ž^2 sin^2 π‘₯+𝑏^2 cos^2 π‘₯) 𝑑π‘₯γ€— = 1/12 tan^(βˆ’1) (3tanπ‘₯)+ c , then the maximum value
Q) The integral ∫1γ€–((π‘₯/2)^π‘₯+(2/π‘₯)^π‘₯ ){log⁑〖π‘₯/2γ€—+1}𝑑π‘₯ γ€—is equal to #jee #maths #jee2026 #jee Q) The integral ∫1γ€–((π‘₯/2)^π‘₯+(2/π‘₯)^π‘₯ ){log⁑〖π‘₯/2γ€—+1}𝑑π‘₯ γ€—is equal to #jee #maths #jee2026 #jee