Final answer:
It would take 20 minutes to fill a tank with a capacity of 1500 liters (1.5 cubic meters) using a pipe with a flow rate of 75 liters per minute.
Step-by-step explanation:
The student is asking about the time it will take to fill a tank using a pipe that has a uniform water flow rate. To solve this problem, we will apply basic mathematical principles related to rates and volumes.
Since we are given the flow rate of the pipe (75 liters per minute) and the capacity of the tank (1.5 square meters), which seems to have a typo regarding units of volume, we need to clarify that. Assuming the tank's capacity is in cubic meters (1.5 m3), which is equivalent to 1500 liters, we can estimate the time it would take to fill the tank.
To find the time taken in minutes, we use the equation:
Time (in minutes) = Tank Capacity (in liters) / Flow Rate (in liters per minute)
Now, plug in the values:
Time = 1500 liters / 75 liters per minute = 20 minutes
Therefore, it would take 20 minutes to fill the tank at the given flow rate.