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Evaluate the integrals.$$\int \cos x \sin ^{4} x d x$$
$\frac{1}{5} \sin ^{5} x+c$
Calculus 1 / AB
Calculus 2 / BC
Chapter 6
Integration Techniques
Section 3
Trigonometric Techniques of Integration
Integrals
Integration
Campbell University
Oregon State University
Boston College
Lectures
01:11
In mathematics, integratio…
06:55
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01:56
Evaluate the integrals.
03:43
Evaluate the following int…
02:12
12:49
Evaluate the integral.…
03:52
Evaluate the integral.
02:23
01:38
Evaluate the integrals…
06:15
Integrals of $\sin x$ and …
01:39
Evaluate the integrals by …
02:31
Yes, that we want to find the full of integral. So noticed that we have a sign and a coastline and sign has the power for So why don't we let you be equal sign of X And then we'll do you That's equal to Costa Innovex. Yeah. So this portion right here is do you? So we actually have integral of you to power for Do you? Which is equal to you did about five. But you is signed. So we have signed to the power of five over over five and m plus C for our solution.
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