# How To Solve Equivalent Fractions

How To Solve Equivalent Fractions – Now, equivalent fractions can have different numerators and denominators, but they represent the same value or proportion of the whole.

Let’s quickly review how we create equivalent fractions and simplify them using the two examples below.

## How To Solve Equivalent Fractions

And the way we get common denominators is by creating fractions that have the same part as a whole, as pointed out by the Monterey Institute.

#### Find The Equivalent Fraction Of 3/5 With (a) Denominator 35 (b) Numerator 27plz Answer Fast ..​

The most interesting thing is that GCF uses the same process to find the least common multiple (LCM), but only for the numbers in the denominator. This means that we already know what to do.

Luckily, we’ve already converted these two fractions to the equivalents 5/20 and 8/20 after finding the common denominators, so all we have to do now is learn their numerators.

Since 5 is less than 8, we know that 5/20 is less than 8/20, which means that 1/4 is less than 2/5.

### Lesson Video: Equivalent Fractions On A Number Line

First you want to turn the mixed number into an improper fraction by multiplying the denominator by an integer and adding the numerator, then follow the steps listed above.

First, we’ll write the mixed number 5 and 1/2 as an improper fraction of 11/2, using the technique we learned in our Improper Fractions of Mixed Numbers video.

We then find the LCD by first finding the LCM of our denominators to create common denominators.

#### Equivalent Fractions Worksheet 2 Worksheet

And since 28 is less than 33, then 28/6 is less than 33/6, so 14/3 is less than 5 and 1/2.

In the video below, we’ll look at more examples of how to compare fractions to find the lowest common denominator and how to sort fractions from smallest to largest, as well as some helpful tips and tricks. Fractions are one of the most important basic topics in mathematics and students need to understand how to perform operations on fractions such as adding and subtracting fractions and multiplying fractions. But before students can understand fractions at an advanced level, it is important that they have a good understanding of equivalent fractions.

In real life, we often deal with different quantities that can be considered equivalent or equal to each other. For example, we know that 60 minutes equals 1 hour, and we also know that 16 ounces equals one pound. In each case, we are expressing the same amount of time or weight in two different, interchangeable ways.

### How To Find Equivalent Fractions

This idea of ​​expressing two equal values ​​in different ways is analogous to mathematics when it comes to equivalent fractions.

This complete guide to equivalent fractions provides a step-by-step guide on how to understand equivalent fractions and how to find them.

The reason they are equivalent fractions is that when you (A) MULTIPLY or (B) divide the numerator (upper) and denominator (lower) of each fraction by the same number, the fraction will not change. (If this idea is difficult to understand, the following images will help you!).

### Write Four Equivalent Fractions Of 3/7

You can also use the fraction chart as a visual aid for understanding and identifying equivalent fractions.

To find equivalent fractions when dividing, follow the same steps as when multiplying, but keep these key points in mind:

If you’re not sure if two fractions are equivalent, there’s an easy way, involving multiplication, that you can use as proof.

## Write An Equivalent Fraction Of 4560 With Numerator 15

To find the cross products of two fractions, multiply the top of the first fraction by the bottom of the second fraction AND the bottom of the first fraction by the top of the second fraction.

To see if 4/5 and 12/15 are equivalent to each other, you need to start by looking for cross products.

Again multiply the top of the first fraction by the bottom of the second fraction AND the bottom of the first fraction by the top of the second fraction as follows:

### Math Clip Art Fraction Concepts Equivalent Fractions 01

Therefore, we can conclude that 4/5 and 12/15 are equivalent fractions because their cross products are equal.

As in the last example, you can check if two fractions are equivalent by finding the cross products like this:

Therefore, we can conclude that 4/7 and 6/12 are NOT equivalent fractions because their cross products are NOT equal.

#### Equivalent Fractions Calculator

Watch the video tutorial below to learn more about equivalent fractions and ratios, as well as additional self-practice tasks: Do you teach equivalent fractions? Do you want your students to be successful in teaching equivalent fractions this year?

This concept can be difficult for children. Below I want to show you how I teach equivalent fractions to my 3rd graders.

Don’t forget to read to the end to receive your free Equivalent Fractions Challenge – Number Colored Fractions Worksheet PDF!

## How To Create Equivalent Fractions

I have two different resources you’ll LOVE if you’re learning equivalent fractions and want to save valuable preparation time.

The interactive notebook is ideal for introducing concepts and saving them in your math notebooks as reference guides.

I like to use the Google Classroom resource as a math hub. There is absolutely no preparation for the teacher: he simply gives the task to the students, and then they do it on their own. They are convenient to use after the introductory lesson.

#### Find Five Equivalent Fractions Each Off: 2/3

Equal fractions are fractions that have different numerator and denominator but the same value.

Think cake (yummy things always make fractions better). Would you like to take home half of the cake or 3 of the 6 pieces of cake? It doesn’t matter, it’s the same! The numbers may be completely different, but the real amount is equivalent or the same.

Want a simple introductory lesson? Use the previous example I gave about the cake. Make a quick T-Chart and write “1/2 of a pie” and “3/6 of a pie”. Give students Post-It stickers and have them stick them to the edge of the board for whatever they choose. Some students will quickly look at the blackboard and tell you they can’t choose…because the two quantities are the same. BINGO!

## Fractions Review & Equivalent Fractions

I wanted to break down the concepts that your students need to know in order to fully understand equivalent fractions and what they are. If your students master the following concepts, they will master equivalent fractions!

Quick tip? Any fraction equal to 1 has the same numerator and denominator. For any fraction equal to 1/2, the numerator is half the value of the denominator.

Children may need some practice to quickly learn to recognize these two fractions. It will happen, just practice, practice, practice!

### Year 4 Equivalent Fractions 1 Lesson

Often, students can just look at the pictures and immediately know if the fractions are equivalent. However, it is more difficult when numerical fractions are used instead of a picture. Read below how students can find mathematically equivalent fractions!

Next, I’ll show you some methods you can teach students to find equivalent fractions, and how to check if a fraction is really equivalent.

Step 1: Draw the first butterfly wing starting from the top left as if you were reading a book.

#### Visual Equivalent Fractions Game Printable {free}

Step 2: Multiply these two numbers. Write them in the top left corner (again, like you’re reading a book!)

Just click the button below and I’ll send you this free PDF equivalents worksheet!

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#### What Are Equivalent Fractions And Simplifying Fractions?

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## Finding Equivalent Fractions Of A Fraction

We also have an equivalent fractions worksheet page to help you practice and demonstrate your understanding of this concept.

There are also three printable resource sheets at the bottom of this page that explain equivalent fractions in more detail.

It is very important to know how to find equivalent fractions before trying to add or subtract fractions with different denominators.

### Step By Step Guide To Solve Equivalent Fractions Maths Questions

Half is worth half of the whole. If we divide each of the halves into two