Question
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Tutor-Verified Answer
Answer
Solution
To evaluate the integral:
We can split it into two separate integrals and solve each one individually:
- First Integral:
Recall that:
Therefore:
- Second Integral:
Recall that:
Therefore:
- Combine Both Results:
Adding the results of the two integrals together, we get:
where
is the constant of integration.
Final Answer:
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Beyond the Answer
To solve the integral
, we can separate the integral into two simpler parts.
First, we recognize that the integral of
is
, and the integral of
is
. So, we split the integral:
and
Combining these results, we have:
Thus, the final answer is: