\int\sqrt{x^2+2x+ 5 dx is equal to

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

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

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

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

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

KCET 2017 Math Solved Paper

Question : 39 of 60

Marks: +1, -0

∫√x2+2x+5 dx is equal to

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