The relationship between meters and yards is direct proportionality with a constant conversion factor of 1.09361, ensuring that any change in one unit corresponds directly to a proportional change in the other unit.
Meters and yards are in direct proportion. Direct proportionality implies that as one quantity increases (or decreases), the other also increases (or decreases) by a constant factor. In the case of meters and yards, the relationship is based on a constant conversion factor.
The conversion factor between meters and yards is 1 meter = 1.09361 yards. This means that for every meter, the corresponding value in yards is approximately 1.09361. As a result, if you increase the measurement in meters by a certain factor, the measurement in yards will increase by the same factor due to the constant conversion relationship.
For example, if you have a length of 5 meters, the equivalent length in yards would be approximately 5.46805 yards (5 meters * 1.09361). This direct proportionality holds true for any measurement, indicating a consistent relationship between meters and yards.
The question probable may be:
State whether meters and yards are in direct proportion or not.