# What are the four requirements of a linear programming​ problem?

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## Problem:

What are the four requirements of a linear programming​ problem?
A. an​ objective, constraints,​ alternatives, and conditional values
B. an​ objective, constraints,​ alternatives, and linearity
C. sources, destinations,alternatives, and linearity
D. alternatives, states of​ nature, conditional​ values, and probabilities

## Solution:

An​ objective, constraints,​ alternatives (variables), and linearity

## Solution:

Linear programs are an improvement procedure for finding an ideal (most extreme or least) estimation of function, called objective, of a few free variables, the variable is dependent upon different limitations communicated as equation or inequalities.
The term linear specifies that the function to be increase or decrease is linear in nature and that the relating constraints be spoken to by an arrangement of linear equalities or linear equations including the variable. There are four requirements of Linear programming’s which are given below:
An objective
Constraints
Alternatives (Variables)
Linearity

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