Curriculum Resources
Take learning to the next level and transform the way you teach with a vast library of ready-to-use, standards-aligned, adaptable curriculum resources. The resources listed below are either available with an Online Learning Subscription which allows you to instruct, assess and track student performance or as individual hands-on classroom resources which can be purchased. Choose from Multimedia Lessons, Curriculum Mastery Games, Flip Charts, Visual Learning Guides, Flash Cards, Vocabulary Cards, and Curriculum Modules available on our online store. PREMIUM ONLINE LEARNING SUBSCRIPTION OPTIONS
  • Select By Standard
  • CURRICULUM RESOURCES
    • General Science
    • Life Science / Biology
    • Human Body
    • Earth Science
    • Physical Science
    • Chemistry
    • Math
    • Language Arts
    • Social Studies
 

Comparing Fractions

Mathematics, Grade 3

Back
 

Study Guide

Provides a quick overview of the topic selected!

Flash Cards

Practice and review the topic selected with illustrated flash cards!

Quiz

Assess students’ understanding of the topic selected!

Worksheets

Print illustrated worksheets!

Games

Engage students with interactive games.

Study Guide Comparing Fractions Mathematics, Grade 3

❮
1
/
2
❯
COMPARING FRACTIONS What is Comparing Fractions? • When comparing fractions, you are finding which fraction is greater and which fractions is less than the other. • Similar to comparing numbers, there are symbols to use when comparing fractions. < is the symbol used for less than > is the symbol used for greater than = is the symbol used for equal to How to Compare Fractions: • When the two fractions being compared have the same denominator, simply look at the numerator to figure out which fraction is greater than or less than. Example: 3 2 4 ___4 These two fractions share the same denominator. The numerator in the first fraction is three, which is larger than the numerator in the second or the number two. Therefore, ¾ is greater than 2/4 or: 3 2 4__>_4 • When the two fractions have different denominators, first find a common denominator to help compare. Then continue on as you did with the above example. © Copyright NewPath Learning. All Rights Reserved. Permission is granted for the purchaser to print copies for non-commercial educational purposes only. Visit us at www.NewPathLearning.com.
Example: 1 3 4 ___ 8 These two fractions have different denominators. A common denominator for these two fractions would be 8. The second fraction will remain the same. In order to change the first fractions, the top and the bottom are both multiplied by 2. 1 x 2 4 x 2 The first fraction becomes 2/8. Now you can compare these two fractions easily. 2 3 8 __<_ 8 Try This! Compare the following fractions. Write the correct symbol on the line. ¼ ____ 2/4 3/5 ____ 2/5 8/10 ____ 3/10 1/3 ____ 2/6 4/5 ____ 3/10 2/3 ____ 4/12 © Copyright NewPath Learning. All Rights Reserved. Permission is granted for the purchaser to print copies for non-commercial educational purposes only. Visit us at www.NewPathLearning.com.
© Copyright 2012-2019 NewPath Learning. All Rights Reserved. Privacy Notice * Terms of Use