Customary unit conversions involving fractions and mixed numbers

What you'll learn

• Identify the system of linear inequalities that defines a feasible region represented graphically, achieving 80% accuracy on a worksheet containing 5 such problems.
• Solve systems of two linear equations using algebraic methods (substitution or elimination) to determine the coordinates of vertices for a feasible region, demonstrating proficiency by correctly identifying all vertices in 4 out of 5 given problems.
• Explain the relationship between the intersection of boundary lines of a feasible region and the vertices of the solution set, justifying their reasoning in a written explanation that demonstrates understanding of linear programming principles.
• Apply the concept of vertices of a solution set to determine the optimal solution for a given linear programming problem, achieving a correct solution in at least 3 out of 4 application-based problems.