|
Question 1125685: A toy manufacturer makes a toy truck, a toy car, and a toy boat. The production spreadsheet is:
Toy Time to Produce Cost to Produce Profit for Each
Truck 10 minutes $1.00 $1.00
Car 12 minutes $0.75 $1.50
Boat 8 minutes $0.80 $0.60
After accounting for breaks, a worker actually works 400 minutes each day. The manufacturer needs each worker to generate a potential profit of $35 each day. Write a system of inequalities that expresses these constraints.
Answer by ikleyn(52794)   (Show Source):
You can put this solution on YOUR website! .
A toy manufacturer makes a toy truck, a toy car, and a toy boat. The production spreadsheet is:
Toy Time to Produce Cost to Produce Profit for Each
Truck 10 minutes $1.00 $1.00
Car 12 minutes $0.75 $1.50
Boat 8 minutes $0.80 $0.60
After accounting for breaks, a worker actually works 400 minutes each day. The manufacturer needs each worker
to generate a potential profit of $35 each day. Write a system of inequalities that expresses these constraints.
Solution
10T + 12C + 8B <= 400 (working time of 400 minutes restriction)
1T + 1.50C + 0.60B >= 35 dollars (each worker to generate a potential profit of $35 each day)
I think there is a gap (a hole) in the condition missing (omitting) restriction for the cost - otherwise why
the cost is mentioned in the spreadsheet ?
|
|
|
| |
