How do you minimize and maximize #f(x,y)=e^x/e^y-x^2y# constrained to #0<xy+y^2<1#?
1 Answer
Nov 26, 2016
A local minimum at
Explanation:
Using the Lagrange multipliers technique.
The figure shows part of the feasible region including objetive function level curves. The vector represents the objective function gradient at the point. This minimum point is attained at the feasible region frontier.
