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Finite Math The Green Company manufactures an electric motorcycle, which it sells through two of its...

Finite Math

The Green Company manufactures an electric motorcycle, which it sells through two of its company-owned retail stores. Store A has requested between 40 and 50 motorcycles, inclusive, and Store B has requested between 30 and 40 motorcycles, inclusive. On the basis of previous sales, the Green Company has decided that the number of motorcycles shipped to Store B should equal or exceed 40% of the number shipped to Store A by 20 motorcycles. The shipping costs from the manufacturer to Store A and Store B respectively are $40 and $60 per motorcycle. How many motorcycles should the Green Company ship to each store in order to minimize its shipping costs? What is the minimum cost?

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