First, let's substitute and to get rid of the fraction.
Recall that
We can the rewrite the integrand as
then substitute and to get
Expand the integrand.
Now integrate with the power rule.
Put everything back in terms of , then .
Answer: The given integral is impossible to solve.
Step-by-step explanation: I tried solving it right now with integration by parts and trigonometric substitution, and I was unable to solve it.
So I looked at two math solvers and tried inputting the question, and it either says "There is nothing more you can do with this problem," or "We are unable to solve this problem."
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