Textbook ExpertVerified Tutor
2 Jan 2022
Given information
The given equation is
Step-by-step explanation
Step 1.
To calculate given integral we need to use formula for integration by parts:
And in this question we set and to be and
Therefore, and Now all we have to do is substitute calculated variables into formula for integration by parts.
Now to calculate we need to again use integration by parts. This time and .
Therefore, and . Substituting this into formula for integration by parts we get:
So the final solution is:
Unlock all Textbook Solutions
Already have an account? Log in