# How Multiply And Divide Fractions

How Multiply And Divide Fractions – Welcome to our free step-by-step guide to dividing fractions. This guide teaches you how to use a simple three-step save-modify-flip method to easily divide fractions by fractions (and fractions by whole numbers).

Below is an example of how to divide a fraction using the save-change-flip method, along with an explanation of why this method is used in any math problem involving dividing fractions. Plus, this free guide includes animated video lessons and free practice worksheets with answers!

## How Multiply And Divide Fractions

Before learning how to divide fractions using the store-transform-flip method, you need to understand how to multiply fractions (it’s even easier than division!).

#### Multiply And Divide Fractions Qr Code Freebie Task Cards

Multiplying fractions is usually taught before dividing fractions, so you may already know how to multiply two fractions. If so, you can move on to the next section.

Rule for Multiplying Fractions: Whenever you multiply fractions together, multiply the numerators together and then multiply the denominators as…

Now that you know how to multiply fractions, you’re ready to learn how to divide fractions using the simple 3-step Keep-Change-Flip method.

## How To Divide Rational Expressions? (17 Awesome Examples!)

To solve this example (and any problem that requires division of fractions, we use the save-change-flip method)

If we think of 1/2 ÷ 1/4 as a question: How many 1/4s are in 1/2?

If we imagine 1/4 and 1/2, we can clearly see that there are 2 1/4 and 1/2, so the final answer is 2.

#### Tips On How To Multiply And Divide Fractions

As in Example 01, you can use the Keewe Change Flip method to solve this problem as follows.

What happens when you divide a fraction by a whole number? It turns out that the process is exactly the same as in the previous examples!

Note that in this example you are dividing the fraction by a whole number. But converting whole numbers to fractions is actually quite easy. If the number itself is a divisor and the denominator is 1, you simply rewrite the number as a fraction.

#### Free Multiplying And Dividing Fractions Word Problems Worksheets

Now that you’ve rewritten the whole number as a fraction, you can use the save-change-flip method to solve the problem.

Watch the video tutorial below to learn how to divide fractions by fractions and fractions by whole numbers.

Looking for more practice dividing fractions? Click the link below to download the free worksheet and answer key: To find the product of each fraction, multiply by the denominator to find the lowest common denominator.

## Multiply And Divide Fractions Interactive Worksheet

Joe is the inventor of the inch calculator and has over 20 years of experience in the engineering and construction industry. He holds several degrees and certifications.

Bailey is an experienced educator specializing in K-12 math and science. She holds a master’s degree in professional education and several teaching certifications.

A fraction is a numerical value, not a whole number. It generally represents a portion of a whole, such as a slice of cake.

## Worksheets For Fraction Multiplication

The above calculator makes adding, subtracting, multiplying and dividing easy and shows all the tasks.

But how do you calculate fractions without a calculator? Check out the guide below to learn how to add, subtract, multiply, and divide.

Adding and subtracting fractions is a little different than adding whole numbers. To add two fractions, you can use the following formula.

### How To Teach Dividing Fractions With Models

This formula is a simple way to match the denominators of two fractions before adding the numerators. After applying the formula, you need to simplify the result.

You can use three steps to practice this formula for adding and subtracting fractions.

When adding fractions, the first step is to check that the denominators are the same. Convert each fraction to a fraction with an appropriate denominator. To do this, you need to find the Least Common Divisor (LCD), which is the smallest number by which two divisors can be divided equally.

### Module 4: Multiplying And Dividing Fractions

After you find the lowest common denominator, find the multiples needed to multiply each fraction to match the denominator. To do this, divide the LCD by the denominator of each fraction.

Then multiply the numerator and denominator by the product to find the fraction equivalent to the appropriate denominator.

For example, let’s convert the fractions 1/3 and 1/4 to fractions with the same scale.

#### Multiplying And Dividing Rational Numbers

If the denominators are all the same, adding and subtracting fractions is as easy as adding and subtracting numerators.

The final step in adding or subtracting fractions is to simplify the resulting fraction. Begin by finding the greatest common factor of both the numerator and denominator. Learn more about the most common factors to find out more.

Then divide by the greatest common factor to reduce both the numerator and denominator. Or use our fraction simplifier to simplify all the work required to do this.

### Dividing Fractions Understanding The Algorithm (print And Digital Activities)

You can multiply two fractions by multiplying the numerator together and the denominator together. It can also be expressed as dividing the product of the two numerators by the product of the two denominators.

The first step is to multiply the numerators together and multiply the denominators. The result may be an incorrect fraction, but we will reduce this in the next step.

Similar to addition and subtraction, the last step in multiplying fractions is to simplify. To simplify, find the greatest common factor of the numerator and denominator, and then divide them by the common factor.

## How Harry Potter Helped With Dividing Fractions

To divide a fraction, the first fraction can be multiplied by the opposite of the second fraction. Fractions formed when the numerator and denominator are reversed or “flipped” are called opposite fractions.

After finding the opposite of the second fraction, you can multiply the numerator and denominator of the two fractions together.

To divide a fraction by another, start by multiplying the first number by the second divisor. Then the second numerator is multiplied by the first numerator.

### Dividing Fractions Worksheet

Similar to multiplying fractions, the last step in dividing them is to simplify the fraction. See instructions for simplifying fractions above.

Mixed numbers may seem daunting, but the process of calculating them is almost the same as regular fractions with one extra step. In retrospect, a mixed number is a number that consists of a whole number and a real fraction.

The first thing to do when calculating a mixed number is to subtract the whole number and increase the fractional digit to make it an improper fraction.

### Dividing Fractions (simple How To W/ 21 Examples!)

Then add the result to the numerator of the remaining fraction. You can use our mixed number fraction calculator for this step.

Negative fractions have a minus sign. The negative sign can be placed in front of the fraction, parallel to the fraction field, or it can be in front of the numerator or denominator.

If both numerator and denominator have a negative sign before them, the fraction is positive. Negative fractions must have only one negative sign.

### Multiplication And Division Relationship For Fractions (video)

The negative sign can be in different places, so it is most helpful to place the plate on the plate. This allows you to use one of the formulas above to add or subtract negative fractions.

If you place a negative sign in front of the numerator, you can use one of the above formulas or steps to calculate the fraction normally.

Negative fractions follow the same rules as positive fractions for addition, subtraction, multiplication, and division. However, there are a few additional rules to keep in mind when dealing with negative fractions:

### Multiply Fractions Using The Gcf

. A proper fraction is less than the denominator, an improper fraction is equal to or greater than the divisor, and a mixed fraction is a combination of a whole number and a proper fraction.

Fractions are used to represent parts of a whole or collection, to compare quantities, to order, and to perform mathematical operations. They are used in various fields to express precise values ​​and ratios, and in everyday life for cooking, measuring and sharing.

The golden rule of fractions is to always keep the denominator the same when adding or subtracting fractions, and this is done by finding a common denominator. This makes it easy to add, subtract, and compare fractions without changing their value. Here you’ll find free printable worksheets and support to help your child divide fractions by other fractions.

### Question Video: Computing Division Of A Fraction By A Fraction

Here you’ll find a selection of fractions worksheets designed to help children understand how to divide a fraction by another fraction or divide a fraction by a whole number.

The pages are carefully sorted so that the easiest pages are first and the hardest pages are last.

Page 5 is similar to Pages 3 and 4, but fractions must also be converted to mixed fraction answers.

### Making Sense Of Multiplying & Dividing Fractions Word Problems

This short video presentation shows several solved problems from our Dividing Fractions Worksheet 1, produced by the West Explains Best Math channel.

If you would like support with troubleshooting issues on these pages, see the post