- Part 1Rework problem 4 in section 3 of Chapter 5 of your textbook using the following data. Assume that each gallon of Deluxe Vanilla uses 2 quarts of milk, 2 quarts ofcream, and 3 ounces of vanilla; each gallon of Regular Vanilla uses 3 quarts of milk, 1 quart(s)Chocolate uses 3.5 quarts of milk, 0.5 quarts of cream, and 7 ounces of cacao. Assume also that the shop has on hand 124 gallons of milk, 68 gallons of cream,23 pounds of vanilla, and 28 pounds of cacao. How many gallons of each type of ice cream should the shop make to use up all of these ingredients?cream, and 2 ounces of vanilla; and each gallon of DeluxeWhen you setup a system of linear equations to solve this problem, how many variables and how many equations should you have.?Number of variables: 3Number of equations: 4• Part 2Letx be the amount of Deluxe Vanilla to be produced measured in gallons,y be the amount of Regular Vanilla to be produced measured in gallons, andz be the amount of Deluxe Chocolate to be produced measured in gallons.Formulate the system of linear equations that you must solve:milk used (in quarts):2+X 冊出 y+Z =cream used (in quarts):出 x+| 1出 y+z =vanilla used (in ounces):出 x+出 y+cacao used (in ounces):出x+出 y+Part 3

To solve the problem first formulate the system of equations using the given variables. Here, the…

Answered: * Part 1 Rework problem 4 in section 3…

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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