Lagrangian method with a single $\lambda$ may be used to find optimal solutions for problems with, at most, two constraints.

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The Lagrangian method with a single $\lambda$ is typically used for optimization problems with only one constraint. For problems with two or more constraints, multiple Lagrange multipliers ($\lambda_1, \lambda_2, \ldots$) are generally required, one for each constraint.

Lagrangian Method with a Single λ\lambdaλ May Be Used to Find Optimal Solutions for Problems With

Lagrangian Method with a Single $\lambda$ May Be Used to Find Optimal Solutions for Problems With