1.

Choose the correct answer in each of the question. ∫dxx(x2+1) equals (a)log|x|−12log(x2+1)+C(b)log|x|+12log(x2+1)+C(c)−log|x|+12log(x2+1)+C(d)12log|x|+log(x2+1)+C

Answer»

Choose the correct answer in each of the question.
dxx(x2+1) equals
(a)log|x|12log(x2+1)+C(b)log|x|+12log(x2+1)+C(c)log|x|+12log(x2+1)+C(d)12log|x|+log(x2+1)+C



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