Extremos condicionados para funciones de dos variables | 37/41 | UPV

Title: Conditional Extrema for Functions of Two Variables Description: We will use necessary (Lagrange multiplier theorem) and sufficient conditions to find the extrema of a scalar field f(x,y) conditioned on the equation g(x,y)=0. We will provide an example and diagrams that allow for the identification of possible extrema (critical points) and their classification in some cases. Martínez Uso, MJ. (2017). Conditional Extrema for Functions of Two Variables. http://hdl.handle.net/10251/82963 Author: Martinez Uso, Maria Jose Course: This video is 37/41 of the Mathematics I for Engineering course.    • Matemáticas I para Ingeniería   Polytechnic University of Valencia (UPV): https://www.upv.es More videos at:    / valenciaupv   Access our MOOCs: https://upvx.es #Conditioned extremes #Functions of two variables #Lagrange multipliers #APPLIED MATHEMATICS #