Which of the following means arriving at a maximum or minimum point of a mathematical function?
A)Linear programming
B)Constraints
C)Optimization
D)Linearity
E)Best-case scenario planning

Question

Quizplus · Accepted Answer

Optimization is the process of arriving at the maximum or minimum point of a mathematical function. Linear programming is a method used in optimization problems which involves constraints and linearity, but it does not specifically refer to arriving at a maximum or minimum point. Constraints refer to the limitations or restrictions in an optimization problem. Linearity refers to a property of a mathematical function where its graph is a straight line. Best-case scenario planning is a strategic planning method that involves preparing for the best possible outcome, but it is not specifically related to mathematical functions.

Which of the Following Means Arriving at a Maximum or Minimum