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The average human body contains 18 gallons of water. A particular person drinks 1.2 gallons of water per day, and 1.2 gallons of water per day is removed from the person. The person consumes vitamin water which contains 0.06 pounds of vitamins per gallon of water. This gives us a differential equation of. AP 9 * V 15 dr 125 Use the 1st Order Linear Method for solving Differential Equations (lesson 1.3) to find the general solution of this Differential Equation. A V = V = 625 B V = 25 9 + C 125 30 9 V = -t - 125 -v² + c E 30 V = 625 27 V = - +C 25 - 25 © .c) H 27 25 O v = 27

The average human body contains 18 gallons of water. A particular person drinks 1.2 gallons of water per day, and 1.2 gallons of water per day is removed from the person. The person consumes vitamin water which contains 0.06 pounds of vitamins per gallon of water. This gives us a differential equation of. AP 9 * V 15 dr 125 Use the 1st Order Linear Method for solving Differential Equations (lesson 1.3) to find the general solution of this Differential Equation. A V = V = 625 B V = 25 9 + C 125 30 9 V = -t - 125 -v² + c E 30 V = 625 27 V = - +C 25 - 25 © .c) H 27 25 O v = 27

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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The average human body contains 18 gallons of water. A particular person drinks 1.2 gallons of water per day, and 1.2 gallons of water per day is removed from the person. The person consumes vitamin water which contains 0.06 pounds of vitamins per gallon of water. This gives us a differential equation of. AP 9 * V 15 dr 125 Use the 1st Order Linear Method for solving Differential Equations (lesson 1.3) to find the general solution of this Differential Equation. ® r- .c.) V = V = 625 B V = 25 9 V = 2v -Iv2+ C 125 30 E V = -t- 125 30 O rcl) V = 625 27 V = - +C 25 - 25 © .c) H 27 O r..) 25 D V = 27
Transcribed Image Text:The average human body contains 18 gallons of water. A particular person drinks 1.2 gallons of water per day, and 1.2 gallons of water per day is removed from the person. The person consumes vitamin water which contains 0.06 pounds of vitamins per gallon of water. This gives us a differential equation of. AP 9 * V 15 dr 125 Use the 1st Order Linear Method for solving Differential Equations (lesson 1.3) to find the general solution of this Differential Equation. ® r- .c.) V = V = 625 B V = 25 9 V = 2v -Iv2+ C 125 30 E V = -t- 125 30 O rcl) V = 625 27 V = - +C 25 - 25 © .c) H 27 O r..) 25 D V = 27
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