#helpp
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Basically what it’s saying here is that if you want to change variables ( so let’s say you integrate a function f:R^2–>R on a domain D) then you integrate f(x,y)dxdy on that domain and basically if you want to change variables so setting x=g(u,v) and y=h(u,v) you have do describe the infinitesimal change occurring , in single variable calculus it’s translated via the derivative so if x=f(t) then dx=f’(t)dt , here it’s via the jacobian determinant , so if (x,y)=(g(u,v),h(u,v)) then dxdy=
|J(g(u,v),h(u,v))| dudv
Well that’s the general idea if you want an in-depth explanation I’d recommend going on YouTube or search it on the web
okkkk
bro
i might
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bec i have
quiz tmrw
It’s your channel you can post whatever you need help with