Q. 4 Suppose product A costs $6 per unit and product B costs $4 per unit....
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Q. 4 Suppose product A costs $6 per unit and product B costs $4 per unit. Both are needed to produce product C. When x units of A and y units of B are used, the total number of units of C produced by the production process is g(x, y) = -3x + 10xy - 3y. (1) If the units are real numbers, how many units of A and B should be used to produce 100 units of product C and minimize the cost? (2) If the units are natural numbers, how many units of A and B should be used to produce at least 100 units of product C and minimize the cost? Q. 4 Suppose product A costs $6 per unit and product B costs $4 per unit. Both are needed to produce product C. When x units of A and y units of B are used, the total number of units of C produced by the production process is g(x, y) = -3x + 10xy - 3y. (1) If the units are real numbers, how many units of A and B should be used to produce 100 units of product C and minimize the cost? (2) If the units are natural numbers, how many units of A and B should be used to produce at least 100 units of product C and minimize the cost?
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Related Book For
Quantitative Methods for Business
ISBN: 978-0840062345
12th edition
Authors: David Anderson, Dennis Sweeney, Thomas Williams, Jeffrey Cam
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