In a linear model,the target cell and constraints are ultimately:
A) a product of changing cells
B) a sum of products of changing cells
C) a product of constants and changing cells
D) a sum of products of constants and changing cells

Question

In a linear model,the target cell and constraints are ultimately:
A) a product of changing cells 
B) a sum of products of changing cells 
C) a product of constants and changing cells 
D) a sum of products of constants and changing cells

Quizplus · Accepted Answer

In a linear model, the target cell and constraints are ultimately represented as a sum of products of constants and changing cells. This is the standard form of a linear program, where the objective function (target cell) and the constraints are expressed as linear equations in terms of decision variables (changing cells). The coefficients of the decision variables in these equations are constants that reflect the contribution of each variable to the objective or constraint. The optimal solution to the linear program is found by maximizing or minimizing the objective function, subject to the constraints.

In a Linear Model,the Target Cell and Constraints Are Ultimately