\int \sqrt{5-2 x+x^2} \dx=

Correct Answer is : x−12√5−2x+x2+2log|(x−1)+√5−2x+x2|+C

\frac{x-1}{2} \sqrt{5+2 x+x^2}+2 \log {| (x-1)+\sqrt{5+2 x+x^2} |}+C

\frac{x-1}{2} \sqrt{5-2 x+x^2}+2 \log {| (x-1)+\sqrt{5-2 x+x^2} |}+C

\frac{x-1}{2} \sqrt{5-2 x+x^2}+2 \log {| (x+1)+\sqrt{x^2+2 x+5} |}+C

\frac{x}{2} \sqrt{5-2 x+x^2}+4 \log {| (x+1)+\sqrt{x^2-2 x+5} |}+C

KCET 2023 Math Solved Paper

Question : 22 of 60

Marks: +1, -0

∫√5−2x+x2‌dx=

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