# Free Dividing Fractions with Unlike Denominators Worksheets

This article will provide you with dividing fractions with unlike denominators worksheets. The mathematical idea of a fraction is used to represent a portion of a whole or a number. The numerator, which is the top number, and the denominator, which is the bottom number, are separated by a horizontal line to represent a fraction.

## 5 Free Dividing Fractions with Unlike Denominators Worksheets The denominator is the total number of pieces into which the whole is divided, while the numerator is the number of equally sized portions of a whole.

One of two equally sized halves of a whole is represented by the fraction 1/2, for instance. Fractions are frequently utilized to convey ratios, contrast amounts, and carry out mathematical operations.

## What are Fractions with Unlike Denominators?

When the denominators, or bottom numbers, of a fraction, are different, the fraction is said to have an unlike denominator. For instance, the fractions 1/2 and 3/4 have different denominators.

Fractions with different denominators must be transformed into fractions with the same denominator to execute mathematical operations, such as addition, subtraction, multiplication, and division.

This is accomplished by identifying a common multiple between the denominators, multiplying the numerators and denominators of the two fractions by the appropriate factor, and then dividing the result by the same factor to produce fractions with the same denominator.

They can conduct the standard arithmetic operation once they have a common denominator. ## 5 Different Ways of Dividing Fractions with the Unlike Denominator

Our children will be able to learn basic mathematics very quickly and interactively with the help of these dividing fractions with the unlike denominator worksheets. These approaches are quite successful.

These dividing fractions with unlike denominators worksheets should assist your young champ in learning the basics of mathematical operation learning and laying a solid foundation. Follow the step-by-step procedures for dividing fractions with unlike denominators worksheets activities given below.

1. Divide Simple Fractions with the Unlike Denominators
2. Divide Mixed Fractions with the Unlike Denominator
3. Divide 3 or More Fractions with the Unlike Denominator
4. Divide Fractions with a Whole Number
5. Divide a Whole Number with a Fraction

### Divide Simple Fractions with the Unlike Denominators

• Write down the question consisting of the fractions.
• Then flip the bottom fraction.
• After that, transform the division into multiplication.
• Next, do the multiplication.
• The result you get after the operation will be the final result. ### Divide Mixed Fractions with the Unlike Denominator

• First, transform the mixed fraction into a simple fraction format. To do this, first, multiply the whole number with the denominator. Then sum up the result with the numerator and write the result in the place of the numerator. The denominator will remain the same.
• After that, follow the step-by-step instructions of the first activity.
• After following the steps, the student will get the final result of this activity. ### Divide 3 or More Fractions with the Unlike Denominator

• Sometimes, 3 or more fractions are provided with unlike denominators to 6th or 7th-grade students to calculate.
• Suppose you have 3 fractions to divide.
• First, consider 2 fractions together and operate these fractions just following the first activity rule.
• After these step-by-step operations, you will find a fraction.
• You have a fraction at the top of the horizontal line and at the bottom of the horizontal line.
• Now, it is a simple calculation, as you know what to do here.
• Flip the bottom fraction and multiply it with the top fraction.
• After this operation, you will get the result. ### Divide Fractions with a Whole Number

• You will have a fraction on the numerator place of a fraction and a whole number in the denominator place of fraction.
• Now like the former processes, flip the denominator. You will see that the whole number will turn into a fraction with numerator 1.
• Now multiply the factions.
• As a result, you will get the final result. ### Divide a Whole Number with a Fraction

• This is the opposite process of the last activity. You will find a whole number in the numerator place and a fraction in the denominator place.
• Flip the fraction.
• Then multiply the whole number with the numerator of the flipped fraction.
• You will get the final result after that. 