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Write a function to describe the following scenario:

A garden watering bucket has 3000 milliliters of water in it, but there is a hole that is leaking 18 milliliters every minute. How much water remains in the container after a certain number of minutes?

\[ y = 3000 - 18x \]

Where \( y \) is the amount of water remaining and \( x \) is the number of minutes elapsed.

Answer :

Final answer:

To calculate the amount of water remaining in the container after a certain number of minutes, subtract the amount leaked from the initial amount of water.


Explanation:

To calculate how much water remains in the container after a certain number of minutes, you can subtract the amount of water leaked from the initial amount of water in the container. Let's say after x minutes, y milliliters of water remains. The equation for this scenario would be:

y = 3000 - 18x

For example, after 10 minutes, the equation would be y = 3000 - (18 x 10) = 3000 - 180 = 2820 milliliters.


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