The equation g = (3/5) m represents the proportional relationship between the time a washing machine runs (m) and the water it uses (g). This means for each minute the machine operates, it uses three fifths of a gallon of water. In other words, the more minutes it runs, the more water it consumes, maintaining a constant ratio of 3:5. So, if the washing machine runs for 5 minutes, it would use 3 gallons of water (5 * (3/5) = 3).
The equation g = (3/5) * m describes the proportional relationship between the water usage of a washing machine (g) and the time it runs (m).
This means there's a constant ratio of 3:5 between the minutes (m) the machine operates and the gallons (g) of water it uses. For every single minute, the machine consumes three fifths of a gallon of water. This relationship implies that the longer the machine runs, the more water it uses, always maintaining the 3:5 ratio.
Imagine a scale where minutes are on one side and gallons on the other. As you add minutes, the gallons increase proportionally, ensuring a constant balance between time and water consumption.
This equation allows us to predict how much water the machine will use based on the number of minutes it runs, and vice versa.