Skip to main content

Whole Number Times Fractions and Models Worksheet

📝 Worksheet medium ⏱️ 18 minutes 10 problems
Whole Number Times Fractions and Models Worksheet
Grade 5 Mathematics LearnCrux.com
Name:
Date:
Directions
  • Fill in each blank carefully.
  • Circle or mark the best answer for each multiple-choice question.
  • Match each prompt to the best option before writing your answer.
  • Use the larger space to show your thinking on word problems.
1. 4 x 1/6 = __
2. Which model best matches 3 x 2/5?
3. 2 x 5/8 = __
4. Match the equation to the product: 5 x 1/4
Match with:
Answer:
5. Match the equation to the product: 3 x 2/3
Match with:
Answer:
6. Match the equation to the product: 6 x 1/2
Match with:
Answer:
7. Which product is greater than 2?
8. Why can 3 x 3/4 be thought of as 3/4 + 3/4 + 3/4?
9. 7 x 2/10 = __
10. What mixed number is equal to 9/4?
📋 Teacher Answer Key
1. 2/3
2. three groups of two fifths
3. 1 1/4
4. 1 1/4
5. 2
6. 3
7. 4 x 3/4
8. multiplication can represent equal groups of the same fraction
9. 1 2/5
10. 2 1/4

Need Another Connected Topic?

Review a prerequisite, move to the next skill, or open a nearby topic in the same grade for more practice.

Before This Topic

Use these earlier skills when the current lesson feels too fast or assumes knowledge students do not yet control.

Build BackgroundGrade 5
➕Fraction Addition and Subtraction

Add and subtract fractions with unlike denominators by building equivalent fractions and using common denominators.

Build BackgroundGrade 4
🍕Equivalent and Comparing Fractions

Build equivalent fractions and compare fractions using visual models, common denominators, and benchmark fractions.

Move to the Next Skill

These are the strongest next-step topics when students are ready to carry this idea into a harder or broader application.

Up NextGrade 6
➗Dividing Fractions

Interpret and compute fraction division with models, equations, and real contexts instead of relying only on a rule.

Up NextGrade 6
📊Ratios and Unit Rates

Understand ratio language, equivalent ratios, and unit rates so students can compare quantities and solve real-world problems clearly.