NLPP with two variables and two equality constraint

Using the method of Lagrangian multipliers solve the following non-linear programming problem. Maximise subject to z = 6x_1 + 8x_2 - x_1 ^ 2 - x_2 ^ 2 Subject to 4x_1 + 3x_2 = 16 3x_1 + 5x_2 = 15 X1, x_2 = 0 Your Queries 🔎 lagrange multipliers multiplier lagrange multiplier lagrange's multiplier multipliers,lagrange multiplier method lagrange's multiplier of one side condition extreme values using lagrange's multiplier lagranges method of multipliers how to use lagrange multipliers lagrange multiplier (concepts/theories) lagrange's multipliers method lagranges method of undetermined multipliers lagrange multiplier example langrange multipliers lagrange multipliers equality constraints constrained optimization lagrange multiplier inequality constraints three variables minimum and maximum values with constraints lagrange multiplier with one constraint extreme values using lagrange's multiplier constraints of minimum and maximum values,lagrange's multiplier lagrange's multiplier of one side condition lagrange's method for finding min and max values linear programming problems and solutions examples NLPP with three variables and one equality constraint NLPP with two variables and two equality constraint