Description
Classifying Rational Numbers Notes
Great for Interactive Notebooks
Check out the preview to see the entire resource before you buy.
Click here to see my Classifying Rational Numbers Sort Activity.
This resource includes foldable notes and an introduction activity.
Foldable Notes: The notes start by defining whole numbers. integers, and rational numbers and provide students with a blank Venn Diagram to fill in. On the inside are three different examples of Venn Diagrams for students to practice classifying.
Introduction Activity: This is a simple activity that helps students understand Venn Diagrams and the relationships between the different sets.
- Start by talking about whole numbers and listing some examples.
- Discuss how integers are whole numbers and their opposites, so the whole numbers circle should go within the integers circle.
- List some integers that are not whole numbers.
- Discuss how integers and whole numbers fit the definition of rational numbers, so both circles belong within the rational numbers circle.
- Finally, fill in some examples of rational numbers that are not integers or whole numbers.
Print the notes front to back.
Answer key included.
Check out my other products by clicking here to visit my store.
Highlights
Description
Classifying Rational Numbers Notes
Great for Interactive Notebooks
Check out the preview to see the entire resource before you buy.
Click here to see my Classifying Rational Numbers Sort Activity.
This resource includes foldable notes and an introduction activity.
Foldable Notes: The notes start by defining whole numbers. integers, and rational numbers and provide students with a blank Venn Diagram to fill in. On the inside are three different examples of Venn Diagrams for students to practice classifying.
Introduction Activity: This is a simple activity that helps students understand Venn Diagrams and the relationships between the different sets.
- Start by talking about whole numbers and listing some examples.
- Discuss how integers are whole numbers and their opposites, so the whole numbers circle should go within the integers circle.
- List some integers that are not whole numbers.
- Discuss how integers and whole numbers fit the definition of rational numbers, so both circles belong within the rational numbers circle.
- Finally, fill in some examples of rational numbers that are not integers or whole numbers.
Print the notes front to back.
Answer key included.
Check out my other products by clicking here to visit my store.




