Double integrals: reversing the order of integration
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Uploader Comments (DrChrisTisdell)
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All Comments (44)
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Great explanation. I've ploughed through a number of videos on this topic and your video was the only one that finally made things click.
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Brilliant!
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thank you so much! when you said that you switch which sides had the 2 parallel lines, that is when everything clicked for me. You just saved my grade on my exam which is in less then an hour :)
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You are wonderful at explaining this. Thank you so much.
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Thanks again Dr. Tisdell! I learn more from you then my calc professor.
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u saved me from Detention sir, i owe you :) :D
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Thanks a lot! Really good explanation.
AdeliLadyOFWinds 3 months ago
@AdeliLadyOFWinds My pleasure.
DrChrisTisdell 1 month ago
Peripheral question: can the practice of changing the order of integration be extended to triple or even higher orders of integral? I imagine this would require one to be VERY careful about one's new limits.
jsm666 9 months ago
@jsm666 Yes, it can be done with triple integrals but it is slightly more challenging. I hope to post some videos about this technique for triple integrals in the future!
DrChrisTisdell 9 months ago
Hi Chris, I am not quite sure why after reversing the integral, y lies between 0 and x, why does it not lie between 0 and 1? Thanks
cd2k85 11 months ago
@cd2k85 If that was the case then you'd be integrating over a square, not a triangle. Can you see why?
DrChrisTisdell 11 months ago