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JEE MATHEMATICS MCQ: THEORY OF EQUATION

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Analyzing +4 | -1
Let α,β,γ\alpha, \beta, \gamma be the three roots of the equation x3+bxx^{3}+b x +c=0+c=0. If βγ=1=−α\beta \gamma=1=-\alpha, then b3+2c3−3α3−6β3−b^{3}+2 c^{3}-3 \alpha^{3}-6 \beta^{3}- 8γ38 \gamma^{3} is equal to
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Correct option: D
19
Option A (e+2e+1−log⁡e(e+1)\frac{e+2}{e+1}-\log _{e}(e+1)) is correct because after solving the integral and applying the given limit condition, the value of I(1) is found to be e+2e+1−log⁡e(e+1)\frac{e+2}{e+1}-\log _{e}(e+1).

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