Question

Which of the following is a valid objective function for a linear programming problem

Answer 1

The objective function of a linear programming problem is a linear function.

A valid objective function is (b) Min 4x+3y+(2/3)z

The form of the objective function of a linear programming problem is:

$\mathbf{ax + by + cz +.....}$

The above function means that:

• The objective function cannot contain the product of the variables
• The objective function cannot contain the quotient of the variables

The above highlights mean that:

• The objective function can contain the sum of the variables
• The objective function can contain the difference of the variables

Hence, the valid objective function is (b) Min 4x+3y+(2/3)z

Read more about objective functions at:

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