JEE MAINS 2018 The integral `int_2^4(logx^2)/(logx^2+log(36-12 x+x^2)dx` is equal to

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JEE MAINS 2018 The integral `int_2^4(logx^2)/(logx^2+log(36-12 x+x^2)dx` is equal to: (1) 2 ... JEE MAINS 2018 The integral `int_2^4(logx^2)/(logx^2+log(36-12 x+x^2)dx` is equal to: (1) 2 ...
The integral ∫_2^4〖log⁡x/log⁡〖x^2+log⁡(36-12x+x^2 ) 〗 dx〗= | IIT JEE Mains-2015 | Mathematics The integral ∫_2^4〖log⁡x/log⁡〖x^2+log⁡(36-12x+x^2 ) 〗 dx〗= | IIT JEE Mains-2015 | Mathematics
Q) The integral ∫ ( 2 to 4 ) (log𝑥^2)/(log𝑥^2+log(36−12𝑥+𝑥^2 ) ) #jee #maths #jeeproblems #maths Q) The integral ∫ ( 2 to 4 ) (log𝑥^2)/(log𝑥^2+log(36−12𝑥+𝑥^2 ) ) #jee #maths #jeeproblems #maths
`int_2^4log/x^2(logx^2+log(36-12 x+x^2)& dd; x` `int_2^4log/x^2(logx^2+log(36-12 x+x^2)& dd; x`
Integral of log x^2 / log x^2 + log (x^2-44x+484) dx from 6 to 16 is equal to | Definite Integration Integral of log x^2 / log x^2 + log (x^2-44x+484) dx from 6 to 16 is equal to | Definite Integration
value of integration from e2toe4 1/x(e^((logx)^2 +1)^-1/e^((logx)2 +1)^-1 +e^((6-logx)2 +1)^-1)dx is value of integration from e2toe4 1/x(e^((logx)^2 +1)^-1/e^((logx)2 +1)^-1 +e^((6-logx)2 +1)^-1)dx is
Q) Integration ∫ (√(𝑥^2+1) [lo𝑔(𝑥^2+1)−2log𝑥])/𝑥^2 𝑑𝑥 #maths #cbse #maths #cbse2026 #cbse2024 #cbse Q) Integration ∫ (√(𝑥^2+1) [lo𝑔(𝑥^2+1)−2log𝑥])/𝑥^2 𝑑𝑥 #maths #cbse #maths #cbse2026 #cbse2024 #cbse
Integrate (logx)^2 /x dx | 11th 12th Indefinite Integrals Easy Solution BOARDS| JEE| NDA| CET Integrate (logx)^2 /x dx | 11th 12th Indefinite Integrals Easy Solution BOARDS| JEE| NDA| CET