MATH 1110 ASSIGNMENT # 1 Due Date: TUESDAY, SEPTEMBER 26 ( at the beginning of c

Question

MATH 1110 ASSIGNMENT # 1 Due Date: TUESDAY, SEPTEMBER 26 ( at the beginning of class) Show all work in a NEAT AND ORDERLY FASHION A manufacturer produces three models of television sets: deluxe, super deluxe and ultra. Each deluxe set finishing time.. Each super deluxe set requires 1 hour of electronics work , 3 hours of assembl time and 1 hour of finishing time. Each ultra set requires 3 hours of electronics work ,2 hours of assembly time and 2 hours of finishing time. There are 100 hours available for electronics work, 100 hours available for assembly and 65 hours available for finishing per week. Create a system of equations to represent this problem and. find how many models can be produced each week if all available time is to be used. requires 2 hours of electronics work , 2 hours of assembly time and 1 hour of

Explanation / Answer

Dear Student Thank you for using Chegg !! Let the Television model Deluxe rpresented by x Super Deluxe with y Ultra with z Now from given set of equations For Electronics work 2x + y + 3z = 100 (1) For assembly time 2x + 3y + 2z = 100 (2) For finishing time x + y + 2z = 65 (3) Now solving the 3 system of equations (1) - 2 X (3) -y + - z = 100 - 130 y + z =30 (4) (2) - 2 X (3) y - 2z = 100 - 130 y - 2z = -30 (5) (5) - (4) -3z = -60 z = 20 Sustituting in (4) we get y + 20 = 30 y = 10 Substituting y aand z in (3) x + 10 + 2(20) = 65 x + 50 = 65 x = 15 Total Number of models produced in a week = 10 + 20 + 15 45 Solution

Related Questions

Navigate

• Browse (All)
• Browse M
• Subjects

---

---

Integrity-first tutoring: explanations and feedback only — we do not complete graded work. Learn more.