Exploring Ratios and Rates in Grade 6 Math

The video tutorial covers the concept of ratios, starting with an introduction and basic examples. It progresses to more detailed examples using colored strips and objects, demonstrating how to write and simplify ratios. The tutorial also introduces tape diagrams as a visual tool to understand ratios, providing practical examples throughout.

What is the ratio of graphing calculators to protractors?

• 4 to 5

• 5 to 7

• 7 to 5

• 5 to 4

If there are 4 blue parts for every 3 green parts, what is the ratio of blue to green?

• 3 to 2

• 4 to 3

• 3 to 4

• 2 to 3

What is the simplified ratio of 2 red crayons to 6 blue crayons?

• 1 to 2

• 2 to 3

• 1 to 3

• 3 to 1

How do you write the ratio of blue crayons to all crayons if there are 6 blue and 8 total?

• 3 to 4

• 4 to 3

• 6 to 8

• 1 to 2

What is the ratio of pennies to quarters if there are 6 pennies and 7 quarters?

• 7 to 5

• 6 to 7

• 6 to 8

• 7 to 6

What is the ratio of quarters to dimes if there are 7 quarters and 3 dimes?

• 3 to 6

• 6 to 3

• 7 to 3

• 3 to 7

If 5 students like peanuts out of 19 total students, what is the ratio of peanut lovers to total students?

• 14 to 5

• 5 to 19

• 19 to 5

• 5 to 14

In a tape diagram, if your allowance is represented by 5 parts and your friend's by 3 parts, what is the total number of parts?

• 5

• 10

• 3

• 8

If the total allowance is $40 and there are 8 parts in the tape diagram, how much does each part represent?

• $5

• $4

• $6

• $8

Using the tape diagram, if you have 5 parts and each part is $5, what is your total allowance?

• $30

• $25

• $15

• $20