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2.2 The TUT cafeteria at the eMalahleni campus is home to an industrial juice dispenser with a volume of 20/. Initially the dispenser is filled with a juice blend containing 10% mango and 90% peach juice. An orange-mango blend containing 40% orange and 60% mango is entering the dispenser at a rate of 41/ hr and the well-stirred mixture leaves at a rate of 41/ hr. 2.2.1 Use a differential equation to model the amount of mango juice, M(t), in the dispenser at any time t and solve it. (The orange-mango blend starts to enter at t=0)

2.2 The TUT cafeteria at the eMalahleni campus is home to an industrial juice dispenser with a volume of 20/. Initially the dispenser is filled with a juice blend containing 10% mango and 90% peach juice. An orange-mango blend containing 40% orange and 60% mango is entering the dispenser at a rate of 41/ hr and the well-stirred mixture leaves at a rate of 41/ hr. 2.2.1 Use a differential equation to model the amount of mango juice, M(t), in the dispenser at any time t and solve it. (The orange-mango blend starts to enter at t=0)

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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2,2 The TUT cafeteria at the eMalahleni campus is home to an industrial juice dispenser with a volume of 20I. Initially the dispenser is filled with a juice blend containing 10% mango and 90% peach juice. An orange-mango blend containing 40% orange and 60% mango is entering the dispenser at a rate of 4/ / hr and the well-stirred mixture leaves at a rate of 4// hr. 2.2.1 Use a differential equation to model the amount of mango juice, M(1), in the dispenser at any time t and solve it. (The orange-mango blend starts to enter att=0)
Transcribed Image Text:2,2 The TUT cafeteria at the eMalahleni campus is home to an industrial juice dispenser with a volume of 20I. Initially the dispenser is filled with a juice blend containing 10% mango and 90% peach juice. An orange-mango blend containing 40% orange and 60% mango is entering the dispenser at a rate of 4/ / hr and the well-stirred mixture leaves at a rate of 4// hr. 2.2.1 Use a differential equation to model the amount of mango juice, M(1), in the dispenser at any time t and solve it. (The orange-mango blend starts to enter att=0)
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