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Visualizing Fractions
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1. Proper Fractions
- Multiple Models for Proper Fractions
- Multiple Models for Proper Fractions – 2 Fractions
- Visualize Equivalent Proper Fractions
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2. Improper Fractions
- Area Models for Improper Fractions
- Area Models for Improper Fractions – 2 Fractions
- Fractions Set Model
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3. Fractions on a Number Line
- Where is the Fraction? (0 to 1)
- Where is the Fraction? (0 to 2)
- Where is the Number?
- Locating Fractions on a Number Line (1)
- Locating Fractions on a Number Line (2)
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4. Comparing Fractions
- Comparing Rational Numbers – Fractions
- Copy of Fraction Relationships with Visual Models
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5. Adding Fractions
- Fraction Strip Addition
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6. Multiplying Fractions
- Multiplying Unit Fractions - Area Model
- Multiplying Fractions - Area Model
- Multiplying Proper Fractions – Area Model Problems (1)
- Multiplying Fractions - Area Model
- Field of Fractions
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7. Dividing Fractions
- Fraction Division Problems with Bar Models
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Visualizing Fractions
EDC Interactive Math, Alexander Mickens, Jun 10, 2020

A collection of resources that include visual representations of fractions. Contact us at ptierneyfife@edc.org if this resource should be updated, or with questions or suggestions. We appreciate your help maintaining the quality of this resource.
Table of Contents
- Proper Fractions
- Multiple Models for Proper Fractions
- Multiple Models for Proper Fractions – 2 Fractions
- Visualize Equivalent Proper Fractions
- Improper Fractions
- Area Models for Improper Fractions
- Area Models for Improper Fractions – 2 Fractions
- Fractions Set Model
- Fractions on a Number Line
- Where is the Fraction? (0 to 1)
- Where is the Fraction? (0 to 2)
- Where is the Number?
- Locating Fractions on a Number Line (1)
- Locating Fractions on a Number Line (2)
- Comparing Fractions
- Comparing Rational Numbers – Fractions
- Copy of Fraction Relationships with Visual Models
- Adding Fractions
- Fraction Strip Addition
- Multiplying Fractions
- Multiplying Unit Fractions - Area Model
- Multiplying Fractions - Area Model
- Multiplying Proper Fractions – Area Model Problems (1)
- Multiplying Fractions - Area Model
- Field of Fractions
- Dividing Fractions
- Fraction Division Problems with Bar Models
Multiple Models for Proper Fractions


Contact us at maine@edc.org if this resource should be updated, or with questions or suggestions. We appreciate your help maintaining the quality of this resource.
Area Models for Improper Fractions


A similar app with 2 fractions is available under the name Area Models for Improper Fractions - 2 Fractions. A collection of this and other related apps with models and diagrams for fractions can be found in the Visualizing Fractions book.
Contact us at ptierneyfife@edc.org if this resource should be updated, or with questions or suggestions. We appreciate your help maintaining the quality of this resource.
Where is the Fraction? (0 to 1)

Locate or identify fractions on a number line from 0 to 1. Move up to five pointers (four blue and one red) and select the precision of the pointers. Adjust the number line by changing the number of intervals and the hash mark labels. The "precision" sliders control the amount to which the pointer value labels are rounded.
The similar app Where is the Fraction? (0 to 2) has a number line that extends from 0 to 2.
Contact us at ptierneyfife@edc.org if this resource should be updated, or with questions or suggestions. We appreciate your help maintaining the quality of this resource.
Comparing Rational Numbers – Fractions


Contact us at ptierneyfife@edc.org if this resource should be updated, or with questions or suggestions. We appreciate your help maintaining the quality of this resource.
Fraction Strip Addition


Contact us at ptierneyfife@edc.org if this resource should be updated, or with questions or suggestions. We appreciate your help maintaining the quality of this resource.
Multiplying Unit Fractions - Area Model


Fraction Division Problems with Bar Models


Contact us at ptierneyfife@edc.org if this resource should be updated, or with questions or suggestions. We appreciate your help maintaining the quality of this resource.
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