A grocery store sells \(8\) pounds of rice for \($12\). What is the unit price in dollars per pound?
- \($1.50\) per pound
- \($1.25\) per pound
- \($2.00\) per pound
- \($3.00\) per pound
Students will build Grade 6 mastery of finding the unit rate using models, equations, and test-style reasoning.
A grocery store sells \(8\) pounds of rice for \($12\). What is the unit price in dollars per pound?
A car travels \(240\) miles in \(4\) hours. What is the unit rate in miles per hour?
A recipe uses \(3\) cups of flour to make \(12\) cookies. How much flour is needed per cookie?
A water fountain fills \(10\) gallons in \(2\) minutes. What is the unit rate in gallons per minute?
A store sells \(5\) notebooks for \($7.50\). What is the price per notebook?
The table below shows the relationship between apples and their cost. Which represents the unit rate?
A runner completes a race at a constant speed. The double number line shows the distance and time. What is the unit rate in miles per minute?
A printer produces \(180\) pages in \(3\) minutes. At this rate, how many pages does it print per minute?
Unit price is total cost divided by number of units: \($12 \div 8 = $1.50\) per pound.
Divide the total distance by time: \(240 \div 4 = 60\) miles per hour.
Unit rate: \(3 \div 12 = 0.25\) cups per cookie.
Divide total gallons by time: \(10 \div 2 = 5\) gallons per minute.
Unit price: \($7.50 \div 5 = $1.50\) per notebook.
Take any row: \($1.80 \div 3 = $0.60\) per apple. All rows confirm this unit rate.
From the double number line, \(3\) miles in \(10\) minutes gives \(3 \div 10 = 0.3\) miles per minute.
Unit rate: \(180 \div 3 = 60\) pages per minute.