Double integral over a triangular region

[@justingilmore1225]

Had to review this, and I'm doing my master's degree. Wow, right? Thank you!

[@daniel_an]

Glad it was helpful! Are you trying to use it for multivariable statistics?

[@hassanedwan2799]

I like how he writes with chalk very satisfying to listen to

[@franz5944]

Really helpful, good quality, very well explained. Id try to enhance the audio though, but besides that, its great.

[@G_FOR_GYANI]

Find double integral of √ (xy-y^2) dA,where A is the region bounded by the triangle with the vertices(0,0), (10,1),(1,1)?

[@aniket4952]

Arey, JAGGI and MATHUR mein yeh question diya hua h bhai. Solve hi nahi hota

[@that1dude123456789]

sir excuse me but why is the computed area not the same as what you would get if you did (basexheight/2)

[@daniel_an]

I did not compute the area. One computes the area if one integrates 1 over the domain. I integrated xy over the domain.

[@that1dude123456789]

@@daniel_an oh I understand thank you !!

[@aniket4952]

Double integral actually gives volume, to be more specific. You have dx, dy and guess what is the third thing multiplied? the f(x,y), which is 3xy( which is nothing but z in 3d space). So it will never be equal to the area unless f(x,y)=1. I hope you get my point.

[@uque]

very well explained ty!

[@mathadventuress]

i like it. however, its a little quiet.

[@Gimrivi]

Thanks alot sir

[@MrLazini]

excellent !

[@gastonarias1883]

thanks!