K Suppose that production of 1 unit of mining requires 3/5 unit of mining, 1/5 unit of manufacturing, and 1/5 unit of communication. To produce 1 unit of manufacturing requires 1/5 unit of mining, 2/5 unit of manufacturing, and 2/5 unit of communication. To produce 1 unit of communication requires 0 units of mining, 4/5 unit of manufacturing, and 1/5 unit of communication. Find the ratio of the three commodities in the closed model. The ratio is units of mining to every 8 units of manufacturing and units of communication.

Essentials of Business Analytics (MindTap Course List)
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Author:Jeffrey D. Camm, James J. Cochran, Michael J. Fry, Jeffrey W. Ohlmann, David R. Anderson
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Chapter13: Nonlinear Optimization Models
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Problem 2P: The Cobb-Douglas production function is a classic model from economics used to model output as a...
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Suppose that production of 1 unit of mining requires 3/5 unit of mining, 1/5 unit of manufacturing, and 1/5 unit of communication. To produce 1 unit of manufacturing requires 1/5 unit of mining, 2/5
unit of manufacturing, and 2/5 unit of communication. To produce 1 unit of communication requires 0 units of mining, 4/5 unit of manufacturing, and 1/5 unit of communication. Find the ratio of the
three commodities in the closed model.
The ratio is
units of mining to every 8 units of manufacturing and
units of communication.
Transcribed Image Text:K Suppose that production of 1 unit of mining requires 3/5 unit of mining, 1/5 unit of manufacturing, and 1/5 unit of communication. To produce 1 unit of manufacturing requires 1/5 unit of mining, 2/5 unit of manufacturing, and 2/5 unit of communication. To produce 1 unit of communication requires 0 units of mining, 4/5 unit of manufacturing, and 1/5 unit of communication. Find the ratio of the three commodities in the closed model. The ratio is units of mining to every 8 units of manufacturing and units of communication.
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