Untitled Presentation

Multiple Choice

Which of the following tools can be used to compare ratios and rates?

• A table

• A double number line

• A pie chart

• A bar graph

Open Ended

Why is it important to understand how to compare ratios and rates in real-life situations?

Open Ended

How can comparing ratios and rates help you make better decisions in real life?

Multiple Choice

Which deal gives you more bottles for each dirham: Juice Pack A (4 bottles for AED 8) or Juice Pack B (6 bottles for AED 15)?

• Juice Pack A

• Juice Pack B

• Both give the same value

• Cannot be determined

Multiple Choice

Which pair of fractions are equivalent?

• 2/3 and 4/5

• 1/2 and 3/6

• 3/4 and 5/8

• 1/3 and 2/5

Multiple Choice

Which fraction is equivalent to 3/6?

• 1/3

• 2/4

• 1/2

• 3/8

Open Ended

Which car is faster? Compare unit rates.

Open Ended

Are the ratios of boys to girls in Class A and Class B equivalent? Explain your reasoning.

Multiple Choice

Which received more water per unit: date trees or vegetable patches?

• Date trees

• Vegetable patches

• Both received the same

• Cannot be determined

Open Ended

Explain why comparing unit rates is useful when traveling or doing business globally.

Multiple Choice

What is the unit price per liter for fuel in the other country?

• AED 3.00

• AED 6.00

• AED 2.00

• AED 4.00

Multiple Choice

A student says Deal B is better because 20 is greater than 12. What is the error in this reasoning?

• Deal B has more bottles

• Deal A is cheaper per bottle

• Deal B is more expensive per bottle

• Deal A has fewer bottles

Multiple Choice

Who has the faster rate of typing: Kyle or Megan?

• Kyle

• Megan

• Both type at the same rate

• Cannot be determined

Multiple Choice

Why does LaToya's subscription offer a better deal compared to Al's subscription?

• Because LaToya's unit rate is lower than Al's

• Because Al's subscription has more issues

• Because LaToya's total cost is higher

• Because Al's unit rate is lower than LaToya's

Open Ended

Reflect on your understanding of comparing ratios and rates using a table or a double number line. What strategies helped you understand this topic best?

Multiple Choice

The ratio of sprints to laps for Megan is 11:8. If Megan completes 22 sprints, how many laps should she complete to keep the same ratio?

• 16

• 12

• 8

• 20

Open Ended

The curriculum standard CCSS.Math.Content.6.RP.A.3.a focuses on making tables of equivalent ratios. What is one real-life situation where you might use this skill?

Open Ended

How can you use a table or a double number line to compare ratios and rates?