A ratio comparing two different units expresses the relationship between those two quantities, illustrating how many times one value contains or is contained within the other. For example, a speed ratio might compare distance in miles to time in hours, such as 60 miles per hour. This ratio not only conveys the relationship between the two units but also provides a meaningful way to understand rates and proportions in real-world contexts.
An example of a ratio comparing two quantities with different units is the speed of a car, expressed as miles per hour (mph). For instance, if a car travels 120 miles in 2 hours, the ratio of distance to time would be 120 miles:2 hours, which simplifies to a speed of 60 mph. This ratio highlights the relationship between distance (miles) and time (hours), despite their differing units.
The term for a ratio of two measurements having different units of measure is called a "rate." Rates express how one quantity changes in relation to another, often involving different units, such as speed (miles per hour) or density (grams per cubic centimeter). Rates are useful for comparing quantities that are not directly compatible.
Time
what is it
Its an inequality
A rate.
Rate
The term for a ratio of two measurements having different units of measure is called a "rate." Rates express how one quantity changes in relation to another, often involving different units, such as speed (miles per hour) or density (grams per cubic centimeter). Rates are useful for comparing quantities that are not directly compatible.
Rate
Time
what is it
Its an inequality
A rate.
RATE!
No, 54kg and 54m cannot be a ratio because they are two different units of measurement representing different quantities. Kilograms measure mass, while meters measure distance. In order for two values to be in ratio, they must represent the same type of quantity, such as two masses or two distances.
Conversion factor.
it's a rate bro