# Equivalent Fractions To 5 8

Equivalent Fractions To 5 8 – Fractions are hard! I know! My child really struggles with fractions. When I introduce equivalent fractions, I start by asking the kids, “What’s my name?” They look at me like I’m crazy and eventually someone will say, “Mrs. Banks.” I said, “I have a different name. What does my daughter call me? What does my husband call me?” I said to the kids, “Different people call me by different names. Mom, Karla, Mrs. Banks. That doesn’t change who I am.” I explain that the fractions are all the same. They may have many different names, but they are equally valid. We change the fraction to make it easier to add or subtract. Then I showed the children the times table. The times table is basically a fraction table that shows equivalent fractions. I know it surprises you! Right?!

Look at this multiplication table. Look at the first two lines. Consider the first line as the numerator of a fraction and the second line as the denominator of the same fraction. 1/2 If you follow the horizontal lines, you will find a fraction equivalent to 1/2. 2/4= 3/6= 4/8= 5/10 and so on. Crazy!

## Equivalent Fractions To 5 8

If children have trouble finding equivalent fractions, I let them use their (plasticized) times table. For the problem: 2/5= /15

#### Prompt 34: Finding Equivalent Fractions

Ask them to mark the two rows that the problem requires first. In this case it’s 2 and 5. Then I show the children the problem of giving them a numerator or a denominator. In this case, the denominator is given. Students go through the denominator row (5) and find 15. Then, they run their finger straight up the numerator row of 6. 5/2=15/6

After children figure out the pattern, they can often get rid of it using a multiplication chart and simply multiply to find the missing numerator or denominator. Equal fractions are very common in KS2 math, and some children, parents, and even elementary school teachers may be a little unsure of what they are and how to find them. This article aims to make things a little clearer.

Equal fractions are two or more fractions that are equal even though they have different numerators and denominators. For example, the fraction 1/2 equals (or equals) 25/50 or 500/1000.

## Equivalent Fractions Interactive Worksheet

Remember that a fraction is part of a whole: the denominator (bottom number) indicates how many equal parts the population is divided into; the numerator (leading number) represents the number of those parts.

If the concept of equivalent fractions sounds a bit confusing and you still don’t understand the difference between integers, fractional denominators, and different numerators, you might want to return to my article. we about fractions for kids.

This document provides an overview of the first fraction steps that Primary 1 and Major 2 children should learn in school, along with clear examples of how to determine the value of a fraction by specific tools, mathematical manipulations, graphical representations and number axes; the difference between a unit fraction and a non-unit fraction; all the way to proper and incorrect fractions.

### Solved Fill In The Blanks To Find The Equivalent Fraction.

It has been written as a guide for children and parents to work together in clear sections.

Download these FREE Fractions Comprehension and Comparison Worksheets for 3rd graders, designed to help students practice independently what they’ve learned.

Here are some examples of equivalent fractions using the bar model and showing the ‘parts’ where each numerator refers to the ‘whole’, i.e. denominator.

## Equivalent Fractions Worksheet For 5

Although 12/8 may look like any other fraction, it actually equals 4/6 because 8 parts of 12 equals 4 parts of 6, as shown below:

The three fractions 2/3, 4/6 and 8/12 are shown below in a fault wall, respectively, to demonstrate their equivalence.

To calculate equal fractions, both the numerator and denominator of a fraction must be multiplied by the same number. This means you are actually multiplying by 1 and we know that multiplying by 1 doesn’t change the original number, so the fraction will be equal.

### Check Whether The Given Pairs Of Fraction Are Equivalent . 5/8,30/48​

Another way to find equivalent fractions is to divide both the numerator and denominator of the fraction by the same number. This is called fractional reduction because both the numerator and the denominator are smaller.

For example, to reduce the fraction 9/12, find a number that divides both the numerator and denominator (also known as a “common divisor”), such as 3.

9/12 ÷ 3/3 = 3/4, so 9/12 and 3/4 are equal fractions, with 3/4 being the fraction in its simplest form.

## Fractions For Kids Explained: How To Teach Your Child Fractions At Home

The concept of equivalent fractions is not introduced until 3rd grade, when children recognize and display equivalent fractions with small denominators, using diagrams.

In Grade 4, they will identify and point out common families of equivalent fractions, using diagrams. The National Curriculum optional guidelines also advise students to use factors and multiples to determine and reduce equivalent fractions as necessary (e.g. 6/9 = 2/3 or ¼ = 2/8).

In Grade 5, students are taught to visually identify, name, and write down the equivalent fractions of a given fraction, including tenths and percentages.

#### The Equivalent Fractions Of 25 On The Given Number Lines Are At:

In Grade 6, they begin to add and subtract fractions with different denominators and mixed numbers, using the concept of equivalent fractions. Non-prescriptive instructions for Grade 6 suggest that common factors can be involved in finding equivalent fractions and that children practice calculations with simple fractions…including listing the equivalent fractions to identify fractions with common denominators.

Children need a solid knowledge of fraction equivalents to be able to calculate between fractions, decimals, and percentages. Knowledge of the multiplication table, least common multiple, and greatest common divisor are also important for equivalent fractions

Wondering how to explain other important math vocabulary words to your child? Check out our basic math dictionary or try other terms related to equivalent fractions:

## Equivalent Fractions Explained—definitions, Examples, Worksheets — Mashup Math

(Answer: Yes – it would be 2/6 (imagine the square in the middle also bisects) = 1/3)

Equal fractions are fractions that look different but actually represent the same amount. 2/3 and 6/9 are examples of equivalent fractions.

Equal fractions can be interpreted as fractions with different numerators and denominators but expressing the same value.

## Equivalent Fractions Stock Illustrations

If you’re looking for more fraction equivalent worksheets and math resources, check out the Third Spatial Learning Math Center. Also free download:

Every week, Third Space Learning math teachers support thousands of elementary students with weekly 1-on-1 online lessons and math interventions. Since 2013, we have helped more than 150,000 children become confident and skilled mathematicians. Learn more or request a personalized quote to talk to us about your needs and how we can help.

Sophie teaches mixed age classes at a small school in central England. She describes herself as a grammar teacher and is passionate about arithmetic, so we welcomed her as the author and resident editor for Third Spatial Learning.

## Equivalent Fractions Interactive Activity For 5

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Any cookie that may not be specifically necessary for the website to function and is used exclusively to collect users’ personal data through analytics, advertising, or other embedded content is known as a non-essential cookie. . User consent is required before running these cookies on your website. Equal fractions can be defined as fractions that can have different numerators and denominators, but represent the same value. For example, 9/12 and 6/8 are equivalent fractions because both are equal to 3/4 when reduced.

All equivalent fractions are reduced to the same fraction in its simplest form, as in the example above. Learn the lesson content to better understand how to find given fractions and how to check if given fractions are equal.

## Ex 7.6, 4

Two or more fractions are said to be equal if, reduced, they are equal to the same fraction. For example, the equivalent fractions of 1/5 are 5/25, 6/30, and 4/20, which, when simplified, will result in the same fraction of 1/5.

Equal fractions are defined as those that have the same value regardless of their numerator and denominator. Because