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Indefinite Integrals question

2018 · 15 Apr · Shift 1 · Q44
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Indefinite Integrals question

2018 · 15 Apr · Shift 1 · Q44

JEE MainMathematicsIndefinite IntegralsMCQ+4 / −1
If f(x−4x+2)=2x+1,f\left( {{{x - 4} \over {x + 2}}} \right) = 2x + 1,f(x+2x−4​)=2x+1,(x ∈\in∈ R −-−{1, }−-− 2}), then ∫f(x)dx\int f \left( x \right)dx∫f(x)dx is equal to : (where C is a constant of integration)
  1. A
    12 loge | 1 −-− x | + 3x + C
  2. B
    −-− 12 loge | 1 −-− x |−-− 3x + C
  3. C
    12 loge | 1 −-− x |−-− 3x + C
  4. D
    −-− 12 loge | 1 −-− x | + 3x + C
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