Linear programming is useful for solving optimization problems involving _____.
A)both linear and nonlinear constraints
B)linear constraints
C)linear objective function but nonlinear constraints
D)nonlinear objective function but linear constraints
E)conventional calculus

Question

Quizplus · Accepted Answer

Linear programming is based on linear algebra and is useful for solving problems with linear constraints. It cannot handle nonlinear constraints or objectives. Conventional calculus may be used for solving optimization problems with nonlinear constraints or objectives.

Linear Programming Is Useful for Solving Optimization Problems Involving _____