Double Integral through a Change of Coordinates (the Jacobian)

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Andrew Bulawa

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This is amazing, the best explanation of

steveying

Thankyou, so much for such a good explanation
i was not able to understand this integration technique through any video on you tube except your video.You made this concept crystal clear for me.

tanishkumar

Love from India🤝 respect to you sir folding this in such less time with ease

lyzongaming

keep going on upload the videos lots lo love from INDIA thank u sir for such a nice explanation

mr_mouli_

Why do we need to integrate using the jacobian coordinates? It seems more complex than cylindrical coordinates!

HashemAljifri

If the determinant was negative, should I make it positive when evaluating double integral?, cuz i have a homework that contains two answers with the same boundaries but the determinant is negative

HashemAljifri

Great video! Clear speaking and nice handwriting, thank you!

truman

Isn't the primitive of 0 a constant ?

CrumbleRumble-kwzf

thank u so much for this video. it was very helpful! :)
btw anyone noticed that small hair on the paper?! lol

aidamahmoudi

Lol, there "u" are. Classic. Too bad you weren't using "r" as one of the variables.

focf

Shouldn't the Jacobian be the transpose of what you wrote. Doesn't make a difference when calculating det though. Maybe I'm mistaken

Artaxerxes.

The determinant would be -1/2. You forgot you write the negative sign. But thank you for your great explanation

thenoobchess

So the area of the parallelogram is equal to 0? 😮

MrJohanh

I toughed the hair was on my screen hahaha

badrmoubile

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