Set up the objective function and the constraints, but do not solve. Wilson Electronics produces a standard Blu-ray player and a deluxe Blu-ray player. The company has 2100 hours of labor and $17,000 in operating expenses available each week. It takes 8 hours to produce a standard Blu-ray player and 9 hours to produce a deluxe Blu-ray player. Each standard Blu-ray player costs $115, and each deluxe Blu-ray player costs $136. The company is required to produce at least 40 standard Blu-ray players. The company makes a profit of $34 for each standard Blu-ray player and $28 for each deluxe Blu-ray player. How many of each type of Blu-ray player should be produced to maximize profit? (Let x represent the number of standard Blu-ray players, y the number of deluxe Blu-ray players, and z the profit in dollars.)
Set up the objective function and the constraints, but do not solve.
Wilson Electronics produces a standard Blu-ray player and a deluxe Blu-ray player. The company has 2100 hours of labor and $17,000 in operating expenses available each week. It takes 8 hours to produce a standard Blu-ray player and 9 hours to produce a deluxe Blu-ray player. Each standard Blu-ray player costs $115, and each deluxe Blu-ray player costs $136. The company is required to produce at least 40 standard Blu-ray players. The company makes a profit of $34 for each standard Blu-ray player and $28 for each deluxe Blu-ray player. How many of each type of Blu-ray player should be produced to maximize profit? (Let x represent the number of standard Blu-ray players, y the number of deluxe Blu-ray players, and z the profit in dollars.)
| ---Select--- Maximize/ Minimize | z = |
|
subject to |
| labor |
|
||
| operating expense |
|
||
| required standard Blu-ray players |
|
||
| y ≥ 0 |
Trending now
This is a popular solution!
Step by step
Solved in 3 steps with 1 images
