Answer:
Part one:To determine the amount of time it will take for the two pools to have the same amount of water, you can set up the following equation:
19.5 liters/minute * t = 43.75 liters/minute * t
where t is the number of minutes it will take for the pools to have the same amount of water.
Solving this equation for t, you get:
19.5 liters/minute * t = 43.75 liters/minute * t
19.5 liters/minute = 43.75 liters/minute
t = 43.75 liters/minute / 19.5 liters/minute
t = 2.25 minutes
Therefore, it will take approximately 2.25 minutes for the pools to have the same amount of water.
Part two:
first pool will have approximately 43.875 liters of water and the second pool will have approximately 98.4375 liters of water when they have the same amount.