Tank A contains 499 litres of brine holding 192 N of dissolved salt, and tank B contains 499 litres of fresh water. If brine runs out of tank A into tank B at the rate of 20 litres/min while the mixture, kept thoroughly stirred, is pumped back to the tank A from tank B at the rate of 20 litres/min. When (in min) will the amount of salt in tank A be twice that in tank B? (Hint: The total amount of salt in both tanks at any time is 192 N.) Tank A Tank B 1 Previous
Tank A contains 499 litres of brine holding 192 N of dissolved salt, and tank B contains 499 litres of fresh water. If brine runs out of tank A into tank B at the rate of 20 litres/min while the mixture, kept thoroughly stirred, is pumped back to the tank A from tank B at the rate of 20 litres/min. When (in min) will the amount of salt in tank A be twice that in tank B? (Hint: The total amount of salt in both tanks at any time is 192 N.) Tank A Tank B 1 Previous
Chapter3: Polynomial Functions
Section3.5: Mathematical Modeling And Variation
Problem 7ECP: The kinetic energy E of an object varies jointly with the object’s mass m and the square of the...
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