A manufacturer of hot tubs makes two kinds of hot tubs - Bill and Jane. Bill requires 8 hours of labor and Jane requires 12 hours. Bill needs 40 feet of tubing and Jane needs 30 feet. The manufacturer expects to have 2,200 labor hours and 8,000 feet of tubing available. A single hot tub of type Bill requires 2 pumps; however, type Jane requires 1 pump. He has 300 pumps at his disposal. Let X= the number of Bill bathtubs and Y= the number of Jane bathtubs manufactured. Depending on the profit function, the solution of 50 Bill and 200 Jane tubs COULD be the unique optimal solution. O True O False A manufacturer of hot tubs makes two kinds of hot tubs - Bill and Jane. Bill requires 8 hours of labor and Jane requires 12 hours. Bill needs 40 feet of tubing and Jane needs 30 feet. The manufacturer expects to have 2,200 labor hours and 8,000 feet of tubing available. A single hot tub of type Bill requires 2 pumps: however, type Jane requires 1 pump. He has 300 pumps at his disposal. Let X- the number of Bill bathtubs and Y= the number of Jane bathtubs manufactured. Which constraint(s) below represent(s) the restriction on labor? O 40X+30Y <- 8,000 O 8X+12Y - 2.200 O 4X+6Y < 1,100 O 2X+Y <- 300 O e. 8X+12Y <- 2,200 and 4X+6Y < 1,100 are both acceptable.
A manufacturer of hot tubs makes two kinds of hot tubs - Bill and Jane. Bill requires 8 hours of labor and Jane requires 12 hours. Bill needs 40 feet of tubing and Jane needs 30 feet. The manufacturer expects to have 2,200 labor hours and 8,000 feet of tubing available. A single hot tub of type Bill requires 2 pumps; however, type Jane requires 1 pump. He has 300 pumps at his disposal. Let X= the number of Bill bathtubs and Y= the number of Jane bathtubs manufactured. Depending on the profit function, the solution of 50 Bill and 200 Jane tubs COULD be the unique optimal solution. O True O False A manufacturer of hot tubs makes two kinds of hot tubs - Bill and Jane. Bill requires 8 hours of labor and Jane requires 12 hours. Bill needs 40 feet of tubing and Jane needs 30 feet. The manufacturer expects to have 2,200 labor hours and 8,000 feet of tubing available. A single hot tub of type Bill requires 2 pumps: however, type Jane requires 1 pump. He has 300 pumps at his disposal. Let X- the number of Bill bathtubs and Y= the number of Jane bathtubs manufactured. Which constraint(s) below represent(s) the restriction on labor? O 40X+30Y <- 8,000 O 8X+12Y - 2.200 O 4X+6Y < 1,100 O 2X+Y <- 300 O e. 8X+12Y <- 2,200 and 4X+6Y < 1,100 are both acceptable.
Linear Algebra: A Modern Introduction
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Chapter2: Systems Of Linear Equations
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Problem 6EQ: Redo Exercise 5, assuming that the house blend contains 300 grams of Colombian beans, 50 grams of...
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Transcribed Image Text:A manufacturer of hot tubs makes two kinds of hot tubs - Bill and Jane. Bill requires 8 hours of labor and Jane requires 12 hours. Bill
needs 40 feet of tubing and Jane needs 30 feet. The manufacturer expects to have 2,200 labor hours and 8,000 feet of tubing
available. A single hot tub of type Bill requires 2 pumps; however, type Jane requires 1 pump. He has 300 pumps at his disposal.
Let X= the number of Bill bathtubs and Y= the number of Jane bathtubs manufactured.
Depending on the profit function, the solution of 50 Bill and 200 Jane tubs COULD be the unique optimal solution.
O True
O False
A manufacturer of hot tubs makes two kinds of hot tubs - Bill and Jane. Bill requires 8 hours of labor and Jane requires 12 hours. Bill
needs 40 feet of tubing and Jane needs 30 feet. The manufacturer expects to have 2,200 labor hours and 8,000 feet of tubing
available. A single hot tub of type Bill requires 2 pumps: however, type Jane requires 1 pump. He has 300 pumps at his disposal.
Let X- the number of Bill bathtubs and Y= the number of Jane bathtubs manufactured.
Which constraint(s) below represent(s) the restriction on labor?
O 40X+30Y <- 8,000
O 8X+12Y - 2.200
O 4X+6Y < 1,100
2X+Y <- 300
O e. 8X+12Y <- 2,200 and 4X+6Y « 1,100 are both acceptable.
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