Lagrange Multipliers Local Max and Min | Constrained Optimization
Автор: Mathematical Smorgasbord
Загружено: 2018-11-30
Просмотров: 27913
Описание:
The Lagrange Multipliers technique gives you a list of critical points that you can test in order to determine which is the global max and which is the global max. But what if you only have one critical point? How do you know it is the maximum and not the minimum? How do we know it is even a local max or a local min? This is where the Bordered Hessian Technique comes in. It is similar to the 2nd derivative test in single variable calculus.
In this video, I'll be giving an outline of the Bordered Hessian technique for the case of 2 variables and 1 constraint.
Check out the Example I'm referring to: • Lagrange Multipliers Example 2 EASY | Cons...
Intended Audience: Multivariable Calculus Students.
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