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PRACTICE PROBLEM 6.5 Molly works at a sea water filtration plant. She is working with two salt water storage cylinders as shown below. 1 2 Molly sets the storage cylinder pump settings as follows: If you know that x (0)=10kg y (0)=8kg Molly The salt water is pumped from storage cylinder to storage cylinder 2 at 10L per minute and it is pumped from storage cylinder 2 to storage cylinder 1 at 10 L per minute. Molly knows that storage cylinder 1 has 50 liters of salt water in it and that storage cylinder 2 has 25 liters of salt water in it. Assuming that the salt and water is mix perfectly in each tank and that x is the amount of salt in kg in storage cylinder 1 after time (t) minutes has passed and y is the amount of salt in kg in storage cylinder 2 after time (t) minutes has passed; Help Molly determine the quantity of salt in each storage cylinder after t minutes. x (t)= y(t) = Molly wants to know, at time reaches infinity how much salt would be in each storage cylinder. Storage cylinder 1 should contain salt Storage cylinder 2 should contain salt kg kg

PRACTICE PROBLEM 6.5 Molly works at a sea water filtration plant. She is working with two salt water storage cylinders as shown below. 1 2 Molly sets the storage cylinder pump settings as follows: If you know that x (0)=10kg y (0)=8kg Molly The salt water is pumped from storage cylinder to storage cylinder 2 at 10L per minute and it is pumped from storage cylinder 2 to storage cylinder 1 at 10 L per minute. Molly knows that storage cylinder 1 has 50 liters of salt water in it and that storage cylinder 2 has 25 liters of salt water in it. Assuming that the salt and water is mix perfectly in each tank and that x is the amount of salt in kg in storage cylinder 1 after time (t) minutes has passed and y is the amount of salt in kg in storage cylinder 2 after time (t) minutes has passed; Help Molly determine the quantity of salt in each storage cylinder after t minutes. x (t)= y(t) = Molly wants to know, at time reaches infinity how much salt would be in each storage cylinder. Storage cylinder 1 should contain salt Storage cylinder 2 should contain salt kg kg

Introduction to Chemical Engineering Thermodynamics
Introduction to Chemical Engineering Thermodynamics
8th Edition
ISBN:9781259696527
Author:J.M. Smith Termodinamica en ingenieria quimica, Hendrick C Van Ness, Michael Abbott, Mark Swihart
Publisher:J.M. Smith Termodinamica en ingenieria quimica, Hendrick C Van Ness, Michael Abbott, Mark Swihart
Chapter1: Introduction
Section: Chapter Questions
Problem 1.1P
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PRACTICE PROBLEM 6.5 Molly works at a sea water filtration plant. She is working with two salt water storage cylinders as shown below. 1 2 If you know that x (0)=10kg y (0)=8kg Molly sets the storage cylinder pump settings as follows: Molly The salt water is pumped from storage cylinder 1 to storage cylinder 2 at 10L per minute and it is pumped from storage cylinder 2 to storage cylinder 1 at 10 L per minute. Molly knows that storage cylinder 1 has 50 liters of salt water in it and that storage cylinder 2 has 25 liters of salt water in it. Assuming that the salt and water is mix perfectly in each tank and that x is the amount of salt in kg in storage cylinder 1 after time (t) minutes has passed and y is the amount of salt in kg in storage cylinder 2 after time (t) minutes has passed; Help Molly determine the quantity of salt in each storage cylinder after t minutes. x (t) = y(t) = Molly wants to know, at time reaches infinity how much salt would be in each storage cylinder. Storage cylinder 1 should contain salt Storage cylinder 2 should contain salt kg kg
Transcribed Image Text:PRACTICE PROBLEM 6.5 Molly works at a sea water filtration plant. She is working with two salt water storage cylinders as shown below. 1 2 If you know that x (0)=10kg y (0)=8kg Molly sets the storage cylinder pump settings as follows: Molly The salt water is pumped from storage cylinder 1 to storage cylinder 2 at 10L per minute and it is pumped from storage cylinder 2 to storage cylinder 1 at 10 L per minute. Molly knows that storage cylinder 1 has 50 liters of salt water in it and that storage cylinder 2 has 25 liters of salt water in it. Assuming that the salt and water is mix perfectly in each tank and that x is the amount of salt in kg in storage cylinder 1 after time (t) minutes has passed and y is the amount of salt in kg in storage cylinder 2 after time (t) minutes has passed; Help Molly determine the quantity of salt in each storage cylinder after t minutes. x (t) = y(t) = Molly wants to know, at time reaches infinity how much salt would be in each storage cylinder. Storage cylinder 1 should contain salt Storage cylinder 2 should contain salt kg kg
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