Division facts are one of the most important Grade 3 math skills because they connect multiplication, equal groups, arrays, and word problems. A student who knows that 6 x 7 = 42 can also understand 42 / 6 = 7 and 42 / 7 = 6. That fact-family connection is the key to division fluency.
This worksheet includes a short reteaching section, 24 division facts, an answer key, and notes for common mistakes. It is designed for home practice, tutoring, small-group review, or a quick classroom warm-up.
Division Means Equal Groups
Division answers the question: How many are in each group? or How many groups can we make?
Example: 24 / 6 = 4 can mean 24 objects shared into 6 equal groups, with 4 in each group. It can also mean 24 objects arranged into groups of 6, making 4 groups.
Use Multiplication to Check Division
Students should not memorize division as a separate list. They should connect division to multiplication.
7 x 8 = 56 56 / 7 = 8 56 / 8 = 7
If a student is stuck on 45 / 9, ask: “Nine times what equals 45?” That turns the problem into a missing-factor question.
Worksheet A: Basic Division Facts
- 12 / 3 = ___
- 20 / 5 = ___
- 18 / 6 = ___
- 24 / 4 = ___
- 30 / 3 = ___
- 36 / 6 = ___
- 42 / 7 = ___
- 48 / 8 = ___
Worksheet B: Missing Factors
- 5 x ___ = 35
- ___ x 4 = 28
- 9 x ___ = 54
- ___ x 8 = 40
- 6 x ___ = 36
- ___ x 7 = 63
- 3 x ___ = 27
- ___ x 10 = 80
Worksheet C: Word Problems
- There are 32 stickers shared equally among 4 students. How many stickers does each student get?
- A teacher puts 45 pencils into bags with 9 pencils in each bag. How many bags are needed?
- There are 6 rows of chairs with 7 chairs in each row. How many chairs are there?
- A baker has 54 cookies and puts 6 cookies on each plate. How many plates can the baker fill?
- There are 72 beads. A student makes 8 equal bracelets. How many beads go on each bracelet?
- Write two division facts for 4 x 9 = 36.
- Write a multiplication fact that checks 56 / 7 = 8.
- Is 64 / 8 = 7 correct? Explain.
Answer Key
1. 4. 2. 4. 3. 3. 4. 6. 5. 10. 6. 6. 7. 6. 8. 6.
9. 7. 10. 7. 11. 6. 12. 5. 13. 6. 14. 9. 15. 9. 16. 8.
17. 8 stickers. 18. 5 bags. 19. 42 chairs. 20. 9 plates. 21. 9 beads. 22. 36 / 4 = 9 and 36 / 9 = 4. 23. 7 x 8 = 56 or 8 x 7 = 56. 24. No. Since 8 x 8 = 64, 64 / 8 = 8.
Common Division Mistakes
- Reversing the numbers: 24 / 6 is not the same as 6 / 24. Use objects or an array to show the total first.
- Guessing without checking: Every division fact can be checked by multiplication.
- Skipping equal groups: If groups are not equal, it is not a basic division fact.
- Confusing rows and total: In arrays, rows x items in each row = total.
Reteaching Routine
If a student misses more than six problems, pause the worksheet and reteach with counters, drawings, or arrays. Build 24 counters into 4 equal rows, then ask the student to write both 4 x 6 = 24 and 24 / 4 = 6. Move from objects to pictures, then from pictures to equations.
Five-Minute Division Fact Routine
Short daily practice is better than one long session. Try this five-minute routine:
- Minute 1: Say five multiplication facts out loud.
- Minute 2: Turn those facts into division facts.
- Minute 3: Draw one array and label the rows and columns.
- Minute 4: Solve three division facts without drawings.
- Minute 5: Check each answer with multiplication.
For example, start with 8 x 6 = 48. Then write 48 / 8 = 6 and 48 / 6 = 8. Draw 8 rows of 6 or 6 rows of 8. The drawing helps students see that multiplication and division are inverse operations.
When to Move Beyond Facts
A student is ready for harder division when they can answer most facts through 10 quickly and explain at least one fact family. The next step is two-step word problems, such as “There are 48 markers. A teacher puts them into 6 boxes, then gives 2 boxes away. How many markers are left?” This requires division first, then multiplication or subtraction.
If facts are still slow, keep numbers small and use arrays. Speed should grow from understanding, not from pressure.
Teacher Tip: Listen for the Strategy
When a student answers 42 / 7 = 6, ask how they knew. Good answers include “because 7 x 6 = 42,” “I made 7 equal groups,” or “I counted by sevens.” If the answer is only “I remembered,” ask for a multiplication check. This keeps fact practice connected to reasoning.
For students who reverse facts, write the total first and circle it. The total is the number being split into equal groups.
If a student needs extra support, practice one divisor at a time. For example, review all division facts with 6 before mixing 6s, 7s, 8s, and 9s together.
Celebrate accurate explanations before faster answers. Then review again tomorrow with confidence.
For more Grade 3 practice, use the ViewMath Grade 3 Math category in the sidebar. Choose worksheets for focused skills, workbooks for repeated practice, and state-specific practice tests when preparing for a spring assessment.
