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A bakery produces cakes, doughnuts and muffins. Each cake requires 30 kg of fl of sugar and 12 kg of butter. Each doughnut requires 14, 12 and 6 kilogram ingredients, respectively. Finally, each muffin requires 8, 6 and 4 kilogram ingredients, respectively. Putting this information into table form, we get: Flour Sugar Butter Cakes 30 21 12

A bakery produces cakes, doughnuts and muffins. Each cake requires 30 kg of fl of sugar and 12 kg of butter. Each doughnut requires 14, 12 and 6 kilogram ingredients, respectively. Finally, each muffin requires 8, 6 and 4 kilogram ingredients, respectively. Putting this information into table form, we get: Flour Sugar Butter Cakes 30 21 12

Algebra and Trigonometry (6th Edition)
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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A bakery produces cakes, doughnuts and muffins. Each cake requires 30 kg of flour, 21 kg of sugar and 12 kg of butter. Each doughnut requires 14, 12 and 6 kilograms of three ingredients, respectively. Finally, each muffin requires 8, 6 and 4 kilograms of these ingredients, respectively. Putting this information into table form, we get: Q10 Flour Sugar Butter Cakes 30 21 12 Doughnuts 14 12 Muffins 4 Supplies of these ingredients vary from day to day, so the bakery needs to determine a different production run each day. If 480 kg of flour, 360 kg of sugar and 200 kg of butter are available, find the number of cakes, doughnuts and muffins to be baked that day using all suitable numerical methods. You have to explain the chosen of the method and why the other method cannot be used. Check your exact answer using scientific calculator or inverse matrix method In Microsoft Excel.
Transcribed Image Text:A bakery produces cakes, doughnuts and muffins. Each cake requires 30 kg of flour, 21 kg of sugar and 12 kg of butter. Each doughnut requires 14, 12 and 6 kilograms of three ingredients, respectively. Finally, each muffin requires 8, 6 and 4 kilograms of these ingredients, respectively. Putting this information into table form, we get: Q10 Flour Sugar Butter Cakes 30 21 12 Doughnuts 14 12 Muffins 4 Supplies of these ingredients vary from day to day, so the bakery needs to determine a different production run each day. If 480 kg of flour, 360 kg of sugar and 200 kg of butter are available, find the number of cakes, doughnuts and muffins to be baked that day using all suitable numerical methods. You have to explain the chosen of the method and why the other method cannot be used. Check your exact answer using scientific calculator or inverse matrix method In Microsoft Excel.
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