WOW 5

WOW 5

Standards and Learning Target

MGSE6.RP2​

​Understand the concept of a unit rate *a/b* associated with a ratio *a:b* with *b ≠ 0* (*b* not equal to zero), and use rate language in the context of a ratio relationship. *For example, "This recipe has a ratio of 3 cups of flour to 4 cups of sugar, so there is 3/4 cup of flour for each cup of sugar." "We paid $75 for 15 hamburgers, which is a rate of $5 per hamburger."*

• K1: I can write ratio notation in multiple ways. (For example, as 2:3, 2 to 3, 2/3)

• K2: I can demonstrate how ratios compare two quantities.

• K3: I can generalize that all ratios relate two quantities or measures within a given situation in a multiplicative relationship.

​60 miles in 1 hour​​

60 miles/hour

Example​

A unit rate is a rate that is compared to one. It has one as its denominator.​

Unit Rate:​

​Remember...

Fill in the Blank

Stephen earned $75 for 10 hours of work. How much money did he make in one hour?

​I do...

​Lala can run 27 miles is 3 hours. How many miles can she run for one hour?

Multiple Choice

Isabella types 423 words in 9 minutes. What is Isabella's typing rate in words per minute?

• 47 words per minute

• 48 words per minute

• 414 words per minute

• 432 words per minute

Multiple Choice

Gerald drove his car 360 miles on a trip. He used 20 gallons of gasoline. Which of the following is a unit rate that describes the distance Gerald drove per gallon of gasoline used?

• 340 gallons per mile

• 18 miles per gallon

• 340 miles per gallon

• 18 gallons per mile

Multiple Choice

A florist made wreaths to sell at a craft fair. She said the ratio of wreaths sold to the number of hours is 32 : 8. Based on this information, which statement is true?

• She sold 4 wreaths per hour.

• She sold 5 wreaths per hour.

• She sold 8 wreaths per hour.

• She sold 9 wreaths per hour.