DAY 1 Learning Objective: --Each student will be able to maximize and minimize an objective function (profit equation). -- each student will be able to write constraints for a linear programming problem-- each student will be able to analyze, interpret, and justify the answer to their linear programming problem.WARM UP: Write the system of equations, DO NOT SOLVE: 1) Twice the larger number minus three times a smaller number equals 27. Twice the smaller number increased by the larger number is 38. What are the two numbers?
2) A group of eighteen students go to a musical. Regular admission is $10 for a ticket. Students with activity ID’s get a discounted price of $7. All together the group spent $147. How many students in the group had activity ID’s? Day 1: --View powerpoint attached below. --Complete "Optimization with Linear programming" practice worksheet. EXTRA PRACTICE WATCH | DAY 2 Learning Objective: --Each student will be able to organize and solve a linear programming problem.-- each student will be able to analyze, interpret, and justify the answer to their linear programming problem.WARM UP DISCUSSION (GRAPHIC ORGANIZER)Mr. Wilson will show you this problem... 3) A manufacturer of skis produces two types; downhill and cross-county. Use the following table to determine how many of each kind of ski should be produced to achieve a maximum profit. What is the maximum profit?
You will then complete your Linear programming problem and then fill out the form below: |