AP EAMCET Engineering 17 Sep 2020 Shift 1 Paper

Section: Mathematics

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Question : 31 of 160

Marks: +1, -0

If f(x) is a polynomial of the second degree in x such that f(0)=f(1)=3f(2)=−3, then ∫‌

f(x)

x3−1

dx=

log(‌
x2+x+1
|x−1|
)+‌
1
√3
Tan−1(‌
2x+1
√3
)+c
log(‌
x2+x+1
|x−1|
)−‌
2
√3
Tan−1(‌
2x+1
√3
)+c
log(‌
x2+x+1
|x−1|
)−‌
1
√3
Tan−1(‌
2x+1
√3
)+c
log(‌
x2+x+1
|x−1|
)+‌
2
√3
Tan−1(‌
2x+1
√3
)+c

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