Answer:
62 million gallons
Explanation:
To get the amount of water to be used, we approximate it using an exponential equation.
Mathematically;
A = I( 1 + r)^t
where A is the volume of water by the year 2025
I is the volume of water in the year 2019 which is 55 million
r is the rate of increase in water demand which is 2.1% or simply 2.1/100 = 0.021
t is the number of years which is 2025-2019 = 6 years
Now plugging these values into the exponential equation, we have;
A = 55,000,000(1 + 0.021)^6
A = 55,000,000(1.021)^6
A = 62,304,173.899295434 gallons
To the nearest million, this is equal to 62,000,000 gallons