A manufacturer has three living room sets, Original, Homeowner, and Pro, which must be painted,assembled, and packaged for shipping. The following table gives the number of hours required for eachoperation for each set.PaintingAssemblyPackagingOriginal1.10.50.5Homeowner Pro1.82.91.51.70.51.1If the manufacturer has 46.4 hours for painting per day, 28.4 hours for assembly per day, and 17.2 hours forpackaging per day. How many sets of each type can be produced each day?of Original sets, 4The manufacturer can produce 4Pro sets per day.SUBMIT A PHOTO OF YOUR HANDWRITTEN WORK BELOW.Note: Use techniques learned in MAT210 to solve this problem.of Homeowner sets and 12

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Answered: If the manufacturer has 46.4 hours for…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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What space on a bolt will six washers or spacers of the following thick- nesses occupy: % inch, X inch, X inch, % inch, X. inch, and % inch?
Hello Dolly, Inc. crafts three styles of dolls: Lexi, Maysy, and Dizzy. Each doll requires sewing time, painting time, and supplies. Sewing machines are available for only 238.5 hours, only 3325 hours are available for painting, and 684 lbs. of supplies are available. Each Lexi doll requires 0.6 hours of sewing, 10 hours of painting, and 1.8 lbs. of supplies. Each Maysy doll requires 0.8 hours of sewing, 8 hours of painting, and uses 2.4 pounds of supplies. Each Dizzy doll requires 0.5 hours of sewing, 9 hours of painting, and 1.2 pounds of supplies. If the company earns a profit of $135 per Lexi doll, $155 per Maysy doll, and $160 per Dizzy doll, how many of each doll should the company produce to maximize profit? How much profit will result? (Use a for the number of Lexi dolls, y for the number of Maysy dolls, and z for the number of Dizzy dolls.) Maximize P= 135x + 155y + 160z✓ subject to 0.6x +0.8y +0.5z 238.5 <3325 684 10x+8y +9z 1.8z +2.4y+1.2z✓ Enter the solution to the simplex…
with an eor L0.0000l,Evalute xp. free
Hello Dolly, Inc. crafts three styles of dolls: Lexi, Maysy, and Dizzy. Each doll requires sewing time, painting time, and supplies. Sewing machines are available for only 118 hours, only 2805 hours are available for painting, and 390.5 lbs. of supplies are available. Each Lexi doll requires 0.2 hours of sewing, 9 hours of painting, and 0.7 lbs. of supplies. Each Maysy doll requires 0.4 hours of sewing, 10 hours of painting, and uses 0.9 pounds of supplies. Each Dizzy doll requires 0.5 hours of sewing, 7 hours of painting, and 2 pounds of supplies. If the company earns a profit of $145 per Lexi doll, $155 per Maysy doll, and $150 per Dizzy doll, how many of each doll should the company produce to maximize profit? How much profit will result? (Use for the number of Lexi dolls, y for the number of Maysy dolls, and z for the number of Dizzy dolls.) Maximize P = subject to ≤118 ≤2805 <390.5 Enter the solution to the simplex matrix below. If there is no solution enter 'DNE' in the boxes…
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If the manufacturer has 46.4 hours for painting per day, 28.4 hours for assembly per day, and 17.2 hours for packaging per day. How many sets of each type can be produced each day?