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Need some help with optimization:
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Well, im supposed to be using lagrange theorum here I think, but its a set, which ive never dealt with so idk if its any different. I think I may have to parameterize.
@triciaal
max: y=-1 x=0 f(x,y)=1 min: x=0 y=1 f(x,y)=-1
If you solve \(\nabla f(x,y) = \vec 0\), what are the solutions ?
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And yeah lagrange is the right assumption, set gradient of f(x,y)=lambda*gradient of g(x,y) and solve
working on it
Do I have to use product rule in this gradient?
You have to make a vector [fx,fy] partial derrivatives with respect to x and y
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