3. The microwave ovens and stoves of Brink App Store are on sale. Each microwave oven needs 2 hours to unpack and install, while each stove only needs 1 hour. It is known that the storage room can only accommodate 50 units of project space, and the store's budget can only allow 80 hours of staff time for unpacking and installation. Microwave ovens are sold at $300 each, and stoves are sold at $200 each. How many sets of each product should be ordered by the store in order to maximize revenue?

3. The microwave ovens and stoves of Brink App Store are on sale. Each microwave oven needs 2 hours to unpack and install, while each stove only needs 1 hour. It is known that the storage room can only accommodate 50 units of project space, and the store's budget can only allow 80 hours of staff time for unpacking and installation. Microwave ovens are sold at $300 each, and stoves are sold at $200 each. How many sets of each product should be ordered by the store in order to maximize revenue?

Name: 3. The microwave ovens and stoves of Brink App Store are on sale.Each
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Description: 3. The microwave ovens and stoves of Brink App Store are on sale.Each microwave oven needs 2 hours to unpack and install, while eachstove only needs 1 hour. It is known that the storage room can onlyaccommodate 50 units of project space, and the sto

Calculus: Early Transcendentals

8th Edition

ISBN:9781285741550

Author:James Stewart

Publisher:James Stewart

Chapter1: Functions And Models

Section: Chapter Questions

Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...

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Question

3. The microwave ovens and stoves of Brink App Store are on sale.
Each microwave oven needs 2 hours to unpack and install, while each
stove only needs 1 hour. It is known that the storage room can only
accommodate 50 units of project space, and the store's budget can
only allow 80 hours of staff time for unpacking and installation.
Microwave ovens are sold at $300 each, and stoves are sold at $200
each. How many sets of each product should be ordered by the store
in order to maximize revenue?

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