Characteristics of Linear Programming
The operations manger must be able to identify the problems for which the linear programming technique is applicable. In general, these models are applied to problems with the following characteristics:

The problem has a welldefined sole objective.

There are alternative courses of action to resolve the problem.

The decision variables are continuous and they can accept any fractional or nonnegative values within the particular range.

All factors that affect the objective function should be written in the form of constraints.

The constraints and the objective are linear functions.
Only problems that satisfy the above requirements can be solved by using the linear programming models. Once linear programming is found to be applicable to the problem, the next step is to formulate the problem.
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