Your business has two locations in town. Your office receives orders from two customers, each requiring ¾-inch plywood. Customer A needs fifty sheets and Customer B needs seventy sheets. The warehouse on the east side of town has eighty sheets in stock; the west side warehouse has forty five sheets in stock. Delivery costs per sheet are as follows: $0.50 from the eastern warehouse to Customer A; $0.60 from the eastern warehouse to Customer B, $0.40 from the western warehouse to Customer A, and $0.55 from the western warehouse to Customer B. Find the shipping arrangement that minimizes costs with graphs that represent the feasible area and an explaination of equations and what they mean.
Your business has two locations in town. Your office receives orders from two customers, each requiring ¾-inch plywood. Customer A needs fifty sheets and Customer B needs seventy sheets. The warehouse on the east side of town has eighty sheets in stock; the west side warehouse has forty five sheets in stock. Delivery costs per sheet are as follows: $0.50 from the eastern warehouse to Customer A; $0.60 from the eastern warehouse to Customer B, $0.40 from the western warehouse to Customer A, and $0.55 from the western warehouse to Customer B. Find the shipping arrangement that minimizes costs with graphs that represent the feasible area and an explaination of equations and what they mean.
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