A Tank Can Be Filled By One Pump In 50 Minutes at Nancy Merrell blog

A Tank Can Be Filled By One Pump In 50 Minutes. A tank can be filled by one pump in 50 minutes and by another pump in 60 minutes. Filling rate of first pump #=v/40\ # filling rate of second pump #=v/30\. Let's solve this problem step by step using the rates of the pumps. A fills the tank by 1/50 every minute, b fills the tank by 1/60 every minute, and c drains it by 1/75 every minute. A third pump can drain the tank in 75 minutes. Now we can put them all into one. A third pump can drain the tank in 75 minutes. Let #v# be the total volume of tank then. Solution for a tank can be filled by one pump in 50 minutes and by another in 60 minutes. The first pump can fill 1/50 of the tank in one minute, the second pump can fill 1/60 of the tank in one minute, and the third pump can drain. 1 determine the rate at which each pump fills or drains the tank.

A tank can be filled by one tap in 20 minutes and by another in 25 minute..
from askfilo.com

A third pump can drain the tank in 75 minutes. The first pump can fill 1/50 of the tank in one minute, the second pump can fill 1/60 of the tank in one minute, and the third pump can drain. Let's solve this problem step by step using the rates of the pumps. Now we can put them all into one. A fills the tank by 1/50 every minute, b fills the tank by 1/60 every minute, and c drains it by 1/75 every minute. Solution for a tank can be filled by one pump in 50 minutes and by another in 60 minutes. Filling rate of first pump #=v/40\ # filling rate of second pump #=v/30\. A tank can be filled by one pump in 50 minutes and by another pump in 60 minutes. A third pump can drain the tank in 75 minutes. Let #v# be the total volume of tank then.

A tank can be filled by one tap in 20 minutes and by another in 25 minute..

A Tank Can Be Filled By One Pump In 50 Minutes 1 determine the rate at which each pump fills or drains the tank. Let #v# be the total volume of tank then. A fills the tank by 1/50 every minute, b fills the tank by 1/60 every minute, and c drains it by 1/75 every minute. A third pump can drain the tank in 75 minutes. Solution for a tank can be filled by one pump in 50 minutes and by another in 60 minutes. The first pump can fill 1/50 of the tank in one minute, the second pump can fill 1/60 of the tank in one minute, and the third pump can drain. A tank can be filled by one pump in 50 minutes and by another pump in 60 minutes. Let's solve this problem step by step using the rates of the pumps. Now we can put them all into one. A third pump can drain the tank in 75 minutes. Filling rate of first pump #=v/40\ # filling rate of second pump #=v/30\. 1 determine the rate at which each pump fills or drains the tank.

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