#4 Lagrange's Multiplier Method for 2 variables & 1 equality constraint| EM-IV | NLPP | M B Biradar

Lagrange's Multiplier Method for 2 variables & 1 equality constraint | Steps to solve given NLPP in two variables with one equality constraint using Lagrange’s Multiplier Method| The point of Maxima or Minima is denoted by 𝑋_0 (𝑥_1,𝑥_2 ), also known as Stationary point| Using the method of Lagrange’s multipliers, solve the following NLPP 𝑧=〖6𝑥〗_1^2+ 5𝑥_2^2 subject to 𝑥_1+5𝑥_2=7, 𝑥_1,𝑥_2≥0.