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1. What is the objective of linear programming?
Maximize or minimize a linear function · Solve quadratic equations · Find roots of polynomials · Calculate derivatives
2. In a linear programming problem, what do the constraints represent?
Limitations on resources · The objective function · The feasible region · The optimal solution
3. Which of the following is a characteristic of a feasible solution?
It satisfies all constraints · It is always optimal · It can be outside the feasible region · It must be an integer
4. What is the graphical method used for in linear programming?
To find the feasible region · To calculate derivatives · To solve differential equations · To perform matrix operations
5. Which of the following forms can a linear programming problem take?
Standard form · Canonical form · Both standard and canonical · None of the above
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