This is what I'm having trouble with I don't think the 50 should be there, but I don't know what to put there. (4) Stitches Inc. can make at most 30 jean jackets and 20 leather jackets in a week. It takes a worker 1ohours to make a jean jacket and 20 hours to make a leather jacket. The total number of hours by anof the employees can be no more than 500 hours per week. The profit on a jean jacket is $20, andthe profit on a leather jacket is $50.P = 20x + 50y JImaxhrs1020 58(a) What are your variables and what do they represent?#3020 50x 20(b) Write the objective quantity equation.10x+20y(C) Write the system of inequalities that describes the constraints.30x 20u(d) Graph the system of inequalities and find the vertices.X= 50 y=25(e) How many of each type should be produced in order to maximize profit? What is the maximumprofit?

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(4) Stitches Inc. can make at most 30 jean jackets and 20 leather jackets in a week. It takes a worker 10 hours to make a jean jacket and 20 hours to make a leather jacket. The total number of hours by all of the employees can be no more than 500 hours per week. The profit on a jean jacket is S 20, and the profit on a leather jacket is $50. max (a) What are your variables and what do they represent? hrs 10 20 5 820 x 20 10x+26, (b) Write the objective quantity equation. #30 20 50 (c) Write the system of inequalities that describes the constraints. 30 x 2 (d) Graph the system of inequalities and find the vertices. 10 = 25 (e) How many of each type should be produced in order to maximize profit? What is the maximum profit?

(4) Stitches Inc. can make at most 30 jean jackets and 20 leather jackets in a week. It takes a worker 10 hours to make a jean jacket and 20 hours to make a leather jacket. The total number of hours by all of the employees can be no more than 500 hours per week. The profit on a jean jacket is S 20, and the profit on a leather jacket is $50. max (a) What are your variables and what do they represent? hrs 10 20 5 820 x 20 10x+26, (b) Write the objective quantity equation. #30 20 50 (c) Write the system of inequalities that describes the constraints. 30 x 2 (d) Graph the system of inequalities and find the vertices. 10 = 25 (e) How many of each type should be produced in order to maximize profit? What is the maximum profit?

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

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