Comparing Fractions Word Problems Worksheets
Are you a teacher or a parent looking for resources to help your students or children practice comparing fractions in a real-world context? If so, you've come to the right place! In this blog post, we will introduce you to a collection of worksheets that specifically focus on word problems involving comparing fractions. Designed to engage young learners and reinforce their understanding of fractions, these worksheets offer a variety of scenarios and exercises that encourage critical thinking and problem-solving skills.
Table of Images 👆
- 4th Grade Math Word Problems
- Adding and Subtracting Fractions Word Problems
- Math Addition Worksheets 2nd Grade
- Fraction Number Line Problems
- Math Word Problems for Grade 4
- Dividing Fractions and Mixed Numbers Worksheets
- Multiplication Word Problems Worksheets
- 6th Grade Math Ratio Worksheets
- 6th Grade Math Word Problems
- Common Core Fractions On Number Line Worksheets
- 5th Grade Fraction Review Worksheet
- Improper Fractions as Mixed Numbers Worksheet
- Dividing Fractions
- 5th Grade Math Word Problems
- 3rd Grade Math Word Problems
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Element Word Search Worksheet
In a group of 8 flowers, 3 are yellow. What fraction of the flowers are yellow?
Three out of eight flowers are yellow, so the fraction of yellow flowers is 3/8.
Lisa ate 2/5 of a pizza, while Ben ate 3/8. Who ate more pizza?
Ben ate more pizza than Lisa. Ben ate 3/8 of a pizza, which is greater than 2/5 that Lisa ate.
George spent 3/4 of his allowance on a toy, while Emily spent 1/2. Who spent less money?
George spent less money than Emily since 3/4 is less than 1/2. George spent 3/4 of his allowance while Emily spent half.
A jar contains 3/10 red marbles and the rest are blue. What fraction of marbles are blue?
The fraction of blue marbles in the jar is 7/10 since 3/10 are red and the rest, which would be 7/10, are blue.
John ran 2/3 of a mile, while Sarah ran 3/4. Who ran a longer distance?
Sarah ran a longer distance because 3/4 of a mile is greater than 2/3 of a mile.
A cake was divided into fifths. If 2/5 of the cake was eaten, how many pieces were left?
After 2/5 of the cake was eaten, there are 3/5 of the cake remaining, which is equivalent to 3 pieces out of the original five pieces. So, there are 3 pieces left.
A pizza was cut into 8 equal slices. If Ben ate 3/8 of the pizza, how many slices did he eat?
Ben ate 3 slices of the pizza.
A recipe calls for 3/4 cup of flour, but Sarah only has 1/2 cup. How much more flour does she need?
Sarah needs 1/4 cup more flour to have the required 3/4 cup for the recipe.
Sam solved 1/5 of a math problem in 10 minutes. At this rate, how long will it take him to solve the entire problem?
If Sam solved 1/5 of the math problem in 10 minutes, then it would take him 50 minutes to solve the entire problem. This is because 1/5 of the problem is solved in 10 minutes, so to complete the entire problem, he would need 5 times the time required to solve 1/5, which is 5 x 10 = 50 minutes.
A bag contains 2/3 green candies and the rest are red. If there are 9 red candies, how many green candies are there?
If there are 9 red candies in the bag and they represent 1/3 of the total candies, then the total number of candies in the bag is 9 x 3 = 27. Since 2/3 of the candies are green, there are 2/3 x 27 = 18 green candies in the bag.
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