A firm wants to determine how many units of each of two products: Wall clock and Alarm clock, they should produce in order to make the most money. The profit from making a unit of wall clock is P190 and the profit from making a unit of alarm clock is P112. The firm has a limited number of labor hours and machine hours to apply to these products. The total labor hours per week are 3,000. Wall clock takes 2 hours of labor per unit and alarm clock takes 6 hours of labor per unit. The total machine hours available are 750 per week. Wall clock takes 1 machine hour per unit and alarm clock takes 5 machine hours per unit. Letting x be the number of units of wall clock produced and y represents the number of units of alarm clock produced. The new program for machine hours is expressed in what equation?
A firm wants to determine how many units of each of two products: Wall clock and Alarm clock, they should produce in order to make the most money. The profit from making a unit of wall clock is P190 and the profit from making a unit of alarm clock is P112. The firm has a limited number of labor hours and machine hours to apply to these products. The total labor hours per week are 3,000. Wall clock takes 2 hours of labor per unit and alarm clock takes 6 hours of labor per unit. The total machine hours available are 750 per week. Wall clock takes 1 machine hour per unit and alarm clock takes 5 machine hours per unit. Letting x be the number of units of wall clock produced and y represents the number of units of alarm clock produced. The new program for machine hours is expressed in what equation?
Algebra for College Students
10th Edition
ISBN:9781285195780
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter12: Algebra Of Matrices
Section12.CR: Review Problem Set
Problem 37CR
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A firm wants to determine how many units of each of two products: Wall clock and Alarm clock, they should produce in order to make the most money. The profit from making a unit of wall clock is P190 and the profit from making a unit of alarm clock is P112. The firm has a limited number of labor hours and machine hours to apply to these products. The total labor hours per week are 3,000. Wall clock takes 2 hours of labor per unit and alarm clock takes 6 hours of labor per unit. The total machine hours available are 750 per week. Wall clock takes 1 machine hour per unit and alarm clock takes 5 machine hours per unit. Letting x be the number of units of wall clock produced and y represents the number of units of alarm clock produced.
The new program for machine hours is expressed in what equation?
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