1.

Choose the correct. answer. ∫(10x9+10xloge10x10+10x)dx equals (a)10x+x10+C(b)10x+x10+C(c)(10x−x10)−1+C(d)log|10x+x10|+C

Answer»

Choose the correct. answer.
(10x9+10xloge10x10+10x)dx equals
(a)10x+x10+C(b)10x+x10+C(c)(10xx10)1+C(d)log|10x+x10|+C



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