int x^ndx=(1)/(n+1)x^n+1+c Example: int x^5dx=(1)/(6)x^6+c

Name: int x^ndx=(1)/(n+1)x^n+1+c example: int x^5dx=(1)/(6)x^6+c
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Answer 1

The correct answer is:

This is the formula for the indefinite integral of a power function, where

is a constant. The result is obtained by applying the power rule for integration, which states that the integral of

with respect to

is

plus a constant of integration

. In the example given,

, the power rule is applied with

, resulting in the answer

.

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