What are Fraction Circles? Maybe you already know what they are and that's why you arrived at this page. If so, keep on reading and I'm sure you'll find the fraction activities here to be of great use.
If you're not so familiar with these circular fractions, you'll learn
how beneficial they can be for helping students get a handle on
fractions. They allow students to explore fractions in a hands-on and visual manner.
- Equivalent fractions
- Common denominators
- Comparing fractions
- Ordering fractions
- Basic operations of fractions
a good idea for your students to get familiar with the circles by
giving each of them a set and a small bit of time to explore them and
how the different circles relate to each other.
- Have students
count the number of red pieces it takes to make one whole. Then have
someone or all of the students count the number of green pieces it takes
to make one whole. Do this for as many of the different colored circles
as you feel gives them a sense of is
- Have pairs of students
compare a circle divided into more parts with one divided into a lesser
number of parts. Then they should discuss what observations they are
able to make.
- Comparing Ordering Fractions:
Which fraction is larger: 2/3 or 5/6? How do you know? Put the
following fractions in order from smallest to largest: 2/5, 3/4, 1/3,
- How many different ways can you make one-half? one-third? one-fourth?
- Equivalent fractions: What is another fraction that is equivalent (the same as) to three-fourths? nine-twelths?
- Adding Fractions: Add 1/2 + 2/3 with the fraction circles. What other way (equivalent fraction) is there to represent this sum?
- Division of Fractions: How many times does 1/10 fit into 3/5? This has the same meaning as 3/5 / 1/10.
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