Using Strip Diagrams to Represent Fractions

A strip diagram can be divided into several units to represent fractions.
Each fraction has a numerator that is on top and a denominator that is on the bottom.
A strip diagram is a rectangular model that can be used to show fractions.
A strip diagram is also known as a fraction strip, length model, or bar model.
Using Strip Diagrams to Represent Fractions – Examples 1:
Shade 3 parts of the fraction bar and write what fraction it represents.

Solutions:
Step 1: Count the parts of the strip model to know it is divided into 6 identical parts. Each part is \(\frac{1}{6}\) of the whole fraction bar.
Step 2: 3 parts of the fraction are \(\frac{3}{6}\). So, shade 3 parts of the whole.

Using Strip Diagrams to Represent Fractions – Examples 2:
Shade 2 parts of the fraction bar and write what fraction it represents.

Solutions:
Step 1: Count the parts of the strip model to know it is divided into 5 identical parts. Each part is \(\frac{1}{5}\) of the whole fraction bar.
Step 2: 2 parts of the fraction are \(\frac{2}{6}\). So, shade 3 parts of the whole.

Related to This Article
More math articles
- Top 10 PERT Math Prep Books (Our 2023 Favorite Picks)
- Rules of Exponents
- How to Use Multiplication Models Rising Up to 1000s Place Values
- Identifying the Titles of Place Value
- Praxis Core Math Practice Test Questions
- How to ACE the SAT Math?
- Unlock the Answers: “GED Math for Beginners” Solution Manual
- Model Magic: Visualizing Division with Two-digit Divisors
- How to Find Rational and Irrational Numbers?
- How to Solve Word Problems by Finding Two-Variable Equations?
What people say about "Using Strip Diagrams to Represent Fractions - Effortless Math: We Help Students Learn to LOVE Mathematics"?
No one replied yet.