Lakeside Boatworks is planning to manufacture three types of molded fiberglass recreational boats -a fishing (bass) boat, a ski boat, and a small speedboat. The estimated selling price and variable cost for each type of boat are summarized in the following table: Boat Variable Cost Selling Price Bass $12,500 $23,000

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Lakeside Boatworks is planning to manufacture
three types of molded fiberglass recreational boats
-a fishing (bass) boat, a ski boat, and a small
speedboat. The estimated selling price and variable
cost for each type of boat are summarized in the
following table:
Boat
Variable Cost
Selling Price
Bass
$12,500
$23,000
Ski
8,500
18,000
Speed
13,700
26,000
The company has incurred fixed costs of $2,800,000
to set up its manufacturing operation and begin
production. Lakeside has also entered into
agreements with several boat dealers in the re- gion
to provide a minimum of 70 bass boats, 50 ski boats,
and 50 speedboats. Alternatively, the company is
unsure of what actual demand will be, so it has
decided to limit production to no more than 120 of
any one boat. The company wants to determine the
number of boats that it must sell to break even while
minimizing its total variable cost.
1. Formulate a linear programming model for
this problem.
2. Solve the model by using the computer.
Ims.uqu.edu.sa a
Please, I want excel sheet with the answer.
Transcribed Image Text:Assignments Lakeside Boatworks is planning to manufacture three types of molded fiberglass recreational boats -a fishing (bass) boat, a ski boat, and a small speedboat. The estimated selling price and variable cost for each type of boat are summarized in the following table: Boat Variable Cost Selling Price Bass $12,500 $23,000 Ski 8,500 18,000 Speed 13,700 26,000 The company has incurred fixed costs of $2,800,000 to set up its manufacturing operation and begin production. Lakeside has also entered into agreements with several boat dealers in the re- gion to provide a minimum of 70 bass boats, 50 ski boats, and 50 speedboats. Alternatively, the company is unsure of what actual demand will be, so it has decided to limit production to no more than 120 of any one boat. The company wants to determine the number of boats that it must sell to break even while minimizing its total variable cost. 1. Formulate a linear programming model for this problem. 2. Solve the model by using the computer. Ims.uqu.edu.sa a Please, I want excel sheet with the answer.
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