IIT JEE INTEGRATION | IMPORTANT PYQ JEE MAINS 2026 | If I(x)=∫e^(〖sin〗^2 x) (cosx sin2x−sinx)dx

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Q) If the value of the integral ∫ (−𝜋/2)^(𝜋/2) ((𝑥^2 cos𝑥)/(1+𝜋^𝑥 )+(1+sin^2 𝑥)/(1+𝑒^(sin𝑥^2023 ) Q) If the value of the integral ∫ (−𝜋/2)^(𝜋/2) ((𝑥^2 cos𝑥)/(1+𝜋^𝑥 )+(1+sin^2 𝑥)/(1+𝑒^(sin𝑥^2023 )
Integration sin2x dx || Integration sin2x dx || Integral of sin(2x) Integration sin2x dx || Integration sin2x dx || Integral of sin(2x)
If ∫〖1/(𝑎^2 sin^2 𝑥+𝑏^2 cos^2 𝑥) 𝑑𝑥〗 = 1/12 tan^(−1) (3tan𝑥)+ c , then the maximum value of 𝑎sin𝑥 If ∫〖1/(𝑎^2 sin^2 𝑥+𝑏^2 cos^2 𝑥) 𝑑𝑥〗 = 1/12 tan^(−1) (3tan𝑥)+ c , then the maximum value of 𝑎sin𝑥
integral of sin(x^2) haunts me integral of sin(x^2) haunts me
#INTEGRATION/IIT JEE - 2026 (PYQ) #INTEGRATION/IIT JEE - 2026 (PYQ)
If ∫〖1/(𝑎^2 sin^2 𝑥+𝑏^2 cos^2 𝑥) 𝑑𝑥〗 = 1/12 tan^(−1) (3tan𝑥)+ c , then the maximum value If ∫〖1/(𝑎^2 sin^2 𝑥+𝑏^2 cos^2 𝑥) 𝑑𝑥〗 = 1/12 tan^(−1) (3tan𝑥)+ c , then the maximum value
Integrate (sin^2x-cos^2x)/sin^2xcos^2x dx in 30 seconds 🔥 | JEE NDA CET SAT CUET| 12th Integrals Integrate (sin^2x-cos^2x)/sin^2xcos^2x dx in 30 seconds 🔥 | JEE NDA CET SAT CUET| 12th Integrals
Q) The integral ∫ ( 0 to (𝜋/2)) 1/(3+2sin𝑥+cos𝑥) 𝑑𝑥 is #jeeproblems#maths #jeebatch #jeemains Q) The integral ∫ ( 0 to (𝜋/2)) 1/(3+2sin𝑥+cos𝑥) 𝑑𝑥 is #jeeproblems#maths #jeebatch #jeemains