Math Clip Art--Dividing Fractions by Whole Numbers--Example 51--Three Fifths Divided by 4

Topic

Fraction Operations

Description

This math clip art image illustrates the division of three-fifths by 4 using a visual fraction model. The image shows a rectangle divided into fifths, with three-fifths shaded. This three-fifths is then further divided into 4 equal parts, demonstrating how 3/5 ÷ 4 = 3/20.

As part of a comprehensive collection, this image can be used to teach fraction division step-by-step. Teachers can use these visuals to explain how dividing a fraction by a whole number results in a smaller fraction. The series of images helps students understand the concept of equal sharing in fraction division, especially with larger divisors.

Using math clip art to teach fractions is vital as it provides a concrete visual representation of abstract concepts. Fraction models like this one help students visualize the process of division, making it easier to understand and remember. For dividing fractions by whole numbers, the steps shown are: 1) Represent the fraction, 2) Divide it into the number of parts indicated by the whole number divisor, 3) Identify the resulting smaller fraction.

Teacher's Script: "Let's analyze this image together. We start with three-fifths of the rectangle. Now, imagine we need to share these three-fifths equally among 4 people. How much would each person get? We can see that each of the 4 parts is actually three-twentieths of the whole rectangle. So, three-fifths divided by 4 equals three-twentieths. Notice how dividing by this larger number results in an even smaller fraction. Can you compare this result to our previous examples with smaller divisors?"

For a complete collection of math clip art related to Fraction Division click on this link: Fraction Division Collection.