Integration by Parts | Integrate x^(2)cos(3x) dx by Parts

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Integration by Parts...made easy. Evaluate the indefinite integral x^(2)cos(3x) dx. Integrate the indefinite integral x^(2)cos(3x) dx by parts. We evaluate the indefinite integral using integration by parts. We integrate by parts using u, v, du, and dv. This is a great introduction to Indefinite Integrals and Integration by Parts. This is under the topic of Indefinite Integration with this free online math video lesson. #integrals #indefiniteintegrals #integration #integratebyparts #integrationbyparts #calculus #howto #mathhelp #calculushelp #minutemath #lightboard #mathhelp #mathvideos

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  1. Minute Math
  2. x^(2)cos(3x) dx
  3. Integrate x^(2)cos(3x) dx
  4. Integrate x^(2)cos(3x) dx by parts
  5. How to Integrate x^(2)cos(3x) dx
  6. Find the integral of x^(2)cos(3x) dx
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Although everyone is harping on the fact that you made a mistake on the second term... This was a great video and was extremely helpful towards the process of learning how to solve a problem like this. It's very clear that the second term should be positive and not negative and thats such a small mistake to have made. Thanks again for the great video.

jakeblake
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Did you mean to say x^2 * sin(3x) and not x^2 - sin(3x) towards the end of the equation?

janelsvids
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Why is the second term of the answer -2xcos(3x)/9 instead of a +?

Ben_M_D
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Can u pls explain how it came minus in the second last step ::. X^2 - sin 3x/3 it should me x^2*sin 3x /3 ??

anshu
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