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0:49 2:35 Finding Unit Rate with Complex Fractions - YouTube YouTube Start of suggested clip End of suggested clip And then we can divide that three-fourths divided by 1 6. And when you solve that that will tell us.MoreAnd then we can divide that three-fourths divided by 1 6. And when you solve that that will tell us. That we can use four and a half gallons or its filling at four and a half gallons.

Answer: It is useful to write a ratio of fractions as a unit rate because it makes it easier to compare other unit rates to the corresponding unit rate.

To calculate the unit rate, divide the numerator by the denominator. The resulting decimal number is the unit rate. The unit price is a type of ratio where the numerator is the price and the denominator is the quantity of a good or product.

In mathematics, a ratio indicates the number of times that a smaller number is contained within a larger number, while a rate expresses a ratio for two quantities measured in different units.

0:49 2:35 Finding Unit Rate with Complex Fractions - YouTube YouTube Start of suggested clip End of suggested clip And then we can divide that three-fourths divided by 1 6. And when you solve that that will tell us.MoreAnd then we can divide that three-fourths divided by 1 6. And when you solve that that will tell us. That we can use four and a half gallons or its filling at four and a half gallons.

We can find the unit rate when given a rate by dividing the unit in the numerator by the quantity in the denominator. For example, if we are given the rate $4.50/5 gallons of milk, we can divide 4.50 by 5 to find the unit price, which is dollars per one gallon of milk.

To find unit rates, divide the number in the numerator of the rate by the number in the denominator of the rate. A car traveled 344 miles on 16 gallons of gasoline. To find the miles per gallon (unit rate), divide the numerator of the rate by the denominator of the rate. 344/16 = 21.5 miles / gallon is the rate.

We obtain a unit rate from a ratio or a rate when the denominator is 1. Hence, to convert to a unit rate, we multiply or divide both the numerator and the denominator of the rate or the ratio by a number such that the denominator is 1. The ratio thus obtained represents the unit rate.