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In this case, the technique of integration by parts is required to justify the formula. Define and . Therefore, and .

Substitute this into the formula to compute the antiderivative using integration by parts:

Therefore, the general rule to compute the antiderivative is:

## Antiderivative of the Function

In this case, the technique of integration by parts is required to justify the formula. Define and . Therefore, and .

Substitute this into the formula to compute the antiderivative using integration by parts:

Therefore, the general rule to compute the antiderivative is: