# Equivalent Fractions

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Information about the video
**Equivalent Fractions**

### Contents

- In This 3rd Grade Equivalent Fractions Video
- What are Equivalent Fractions? An Equivalent Fractions Introduction
- Equivalent Fractions Definition
- How Can You Tell if Two Fractions are Equivalent?
- What Does it Mean When Two Fractions are Equivalent?
- How to Work Out Equivalent Fractions?
- Summary of Steps: Identifying Equivalent Fractions For Kids
- Now that You’ve Watched the Video on Equivalent Fractions 3rd Grade

### In This 3rd Grade Equivalent Fractions Video

Axel and Tank are babysitting Axel’s little brother, Odell. Mom left very strict instructions for them to follow. But, she accidentally took the diaper bag and the only bottles. The only containers left in the house have different measurements on them! In this equivalent fractions video for kids, Axel and Tank learn about the meaning of equivalent fractions and how to determine if fractions are equivalent in order to feed Baby Odell correctly.

### What are Equivalent Fractions? An Equivalent Fractions Introduction

Below you will find an in depth explanation of equivalent fractions, examples for teaching equivalent fractions, and examples of equivalent fractions.

#### Equivalent Fractions Definition

A simple definition for equivalent fractions is as follows:

Equivalent fractions are fractions that are from the same whole with **numerators** and **denominators** different from one another but identical in **value.**

#### How Can You Tell if Two Fractions are Equivalent?

**Models** help with how to tell if fractions are equivalent. We can compare the **value** of different fractions from the same whole using **models** called **fraction bars.** **Fraction bars** show us whether or not the fractions are equivalent, or **equal in value.** We can draw and label two **models** that show equivalent fractions.

#### What Does it Mean When Two Fractions are Equivalent?

Assuming the fractions are from the same whole, when two fractions are equivalent it means that their **numerator** and **denominator** are different from each other but the **value** of the fraction is the same.

### How to Work Out Equivalent Fractions?

Let’s begin by comparing equivalent fractions such as one-half and two-fourths. To determine if they are **equal in value,** the first step is to draw equivalent fractions **models** for both fractions. Represent the first fraction by shading that bar to represent one-half.

Then, represent the second fraction on a bar of identical size by shading it to represent two-fourths.

Finally, compare the shaded **value**s of both bars to see if fractions are equivalent. Each **fraction bar** has the same quantity shaded, which means they are **equal in value.** Since they are **equal in value,** the fractions one-half and two fourths are equivalent.

Let’s try one more example using four-sixths and two-fifths to tell whether the fractions are equivalent. We will see if they are equivalent fractions with **models**. To determine if they are **equal in value**, we will draw the **fraction bar** to represent the first fraction. Shade that **fraction bar** to represent four-sixths.

Then, draw a second **fraction bar** of identical size to represent the second fraction. Shade that **fraction bar** to represent two-fifths.

Finally, compare the shaded **value** of both bars. Since the shaded **values** are different, one half and two fifths are not equivalent fractions.

### Summary of Steps: Identifying Equivalent Fractions For Kids

As an introduction to equivalent fractions, we **model** equivalent fractions in 3rd grade. We can compare the **value** of different fractions from the same whole using **models** called **fraction bars.** **Fraction bars** show us whether or not the fractions are equivalent, or **equal in value**. To determine if two fractions from the same whole are equivalent:

First, draw and shade a

**fraction bar**to represent the first fraction.Then, draw and shade another

**fraction bar**of identical size to represent the second fraction.Finally, compare the shaded

**values**of both bars.If they are

**equal in value,**the fractions are equivalent.

### Now that You’ve Watched the Video on Equivalent Fractions 3rd Grade

Have you done equivalent fractions practice yet? On this website, you can also find 3rd grade equivalent fractions worksheets and exercises.

###
Transcript
**Equivalent Fractions**

Axel and Tank are babysitting Axel’s little brother, Odell. Axel's mom left very strict instructions for them to follow. Odell needs one-half of a bottle in the morning, four-sixths of a bottle in the afternoon and one-fourth of a bottle before bed. There's only one problem: his mom took the diaper bag with all the bottles! In order to feed Baby Odell, Axel and Tank need to find "Equivalent Fractions". Equivalent fractions are fractions from the same whole with numerators and denominators different from one another but identical in value. We can compare the value of different fractions from the same whole using fraction bars. Fraction bars show us whether or not the fractions are equivalent, or equal in value. Let's use Baby Odell's first bottle to explain. Mom's instructions say that he needs one-half of a bottle right away, but Axel and Tank are using a same sized container filled to two-fourths. To determine if one half and two fourths are equivalent. First, draw a fraction bar to represent the first fraction. Shade the bar to represent one-half. Then, draw a fraction bar of the identical size to represent the second fraction. Shade the bar to represent two-fourths. Finally, compare the shaded values of both bars. Each fraction bar has the same quantity shaded, which means they are equal in value. Since they are equal in value, the fractions one-half and two fourths are equivalent. Axel and Tank can feed baby Odell the container filled to two-fourths because it is the same amount as Mom instructed. For the next feeding, Mom said Odell needs four-sixths of a bottle, but they are using a same-sized container filled to two-fifths. To determine if four-sixths and two fifths are equivalent. Draw the fraction bar to represent the first fraction. Shade the fraction bar to represent four-sixths. Then, draw a fraction bar of identical size to represent the second fraction. Shade the fraction bar to represent two-fifths. Finally, compare the shaded value of both bars. Since the shaded values are different, one half and two fifths are not equivalent. Axel and Tank try using another same sized container filled to two thirds this time. What should they do first? They should draw and shade the fraction bar to represent two thirds. Finally, they should compare the shaded value of four-sixths and two-thirds. Since they are the same, four-sixths and two thirds are equivalent. Axel and Tank can feed Baby Odell this container because it is the same amount that Mom instructed. For the last bottle, Mom said to give him one fourth of a bottle, but Axel and Tank are using a same sized container filled to four-sixteenths. Pause the video here to determine if one fourth and four-sixteenths are equivalent. Now let's check our work! We draw and shade the fraction bar to represent one-fourth. Then, we draw and shade another fraction bar to represent four-sixteenths. The last step is to compare the shaded quantities of both bars. These fractions are equivalent because they show the same value. Axel and Tank can feed Odell the last container since it's the same amount as Mom instructed. "Pee yew! What is that smell?" Before we can figure out where the smell is coming from, let's remember. Equivalent fractions are fractions from the same whole with numerators and denominators different from one another but identical in value. We can compare the value of different fractions from the same whole using fraction bars. Fraction bars show us whether or not the fractions are equivalent, or equal in value. To determine if two fractions from the same whole are equivalent... first, draw and shade a fraction bar to represent the first fraction. Then, draw and shade another fraction bar of identical size to represent the second fraction. Finally, compare the shaded values of both bars. If they are equal in value, the fractions are equivalent. "Oh no, Axel! I think I figured out where the smell is coming from." "It's ok, my mom got home just in time!"

Unit fractions

Writing fractions

Fractions on a Number Line

Simplifying Fractions

Fractions Greater than 1 on a Number Line

Improper Fractions and Mixed Numbers

Equivalent Fractions

Adding Fractions with Like Denominators

Subtracting Fractions with Like Denominators

Fractions with the Same Numerator

Adding and Subtracting Mixed Numbers

Multiplying a Fraction by a Whole Number

What are fractions?

Fractions with the Same Denominator

Fractions as a Multiple of Unit Fractions

Partitioning Shapes into Equal Parts

Different Shapes, Same Fractions