Constrained Optimization
This worksheet motivates the idea behind Lagrange Multipliers; namely, that [math]z=f(x,y)[/math] takes on an extreme value along the curve [math]g(x,y)=c[/math] precisely when [math]\nabla g(x,y)[/math] is parallel to [math]\nabla f(x,y)[/math].
Constrained Optimization
Information: Constrained Optimization