Multiplication Fact Review

Overview

In this lesson, students review and practice all multiplication facts within 1–9 using multiple strategies: skip-counting, arrays/groups, and fact relationships between multiplication and division. This lesson also strengthens fluency by moving facts from “problem solving” to quick recall.

Learning intentions

• Students will be able to recall multiplication facts of two one-digit numbers from memory.
• Students will be able to use multiplication and division relationships to find unknown values.
• Students will be able to explain patterns in multiplication using properties of operations.
• Students will be able to fluently multiply and divide within 100.

Success criteria

• I can multiply two one-digit numbers and give the correct product quickly.
• I can use a related division fact to check or find an unknown in a multiplication/division equation.
• I can choose an efficient strategy (arrays/groups, skip-counting, or fact relationships) and explain why it works.
• I can recognize and explain simple multiplication patterns (like “times 4 is always even”).

Curriculum links

• Operations and Algebraic Thinking — multiplication and division fluency within 100.
• Multiplication and division within 100 using relationships between multiplication and division and strategies.
• Apply properties of operations to multiply and divide (commutative, associative, distributive).
• Determine the unknown whole number in multiplication or division equations with three whole numbers.
• Identify arithmetic patterns using properties of operations.

Lesson structure (60 minutes)

1. 0–5 min · Warm-up: Fact Talk. Teacher writes: “6×7 =? and 42÷6 =?” Students do a quick silent solve, then share answers and one strategy.

2. 5–12 min · Direct review: Fact relationships. Teacher models on the board: “If 8×5=40, then 40÷5=8 and 40÷8=5.” Students practice orally with 3 teacher-provided pairs (ex: 6×4, 7×3, 9×2), stating both multiplication and related division facts.

3. 12–20 min · Centers rotation (3 short rounds). Teacher explains rotation expectations and groups work independently at a station. Students complete each station for about 2–3 minutes, then move.

• Station A (Arrays/Groups): Students draw an array or groups to match a multiplication prompt (example: “3×6”).
• Station B (Make it click): Students match multiplication cards to related division cards (example: “7×8” matches “56÷7” and “56÷8”).
• Station C (Pattern glance): Students circle the row/column that shows a pattern (example prompts: “Times 2,” “Times 4,” “Times 5”) and write one short sentence about what they notice (example: “Times 4 is always even.”).

4. 20–30 min · Guided fluency: Timed practice with strategy choice. Teacher hands out a short “Multiplication & Division Sprint” sheet (10 problems mix of products and related division facts within 100). Students choose and mark one strategy for each problem (array/groups, skip-counting, known fact/relationship). Teacher circulates to confirm accuracy and encourage efficient methods.

5. 30–42 min · Skill focus: Unknowns in equations. Teacher writes 3 example equations and solves together, emphasizing unknown whole numbers:

• 8×?=48
• 5=?÷3 (students rewrite mentally as 5 = n÷3, then find n)
• 6×6=? Students then complete 8 similar equations independently (all within 100). Teacher checks several students’ work and prompts them to explain how they decided the unknown.

6. 42–53 min · Properties of operations mini-practice. Teacher reviews with one example: “3×5×2 can be found by 3×5=15, then 15×2=30.” Students solve 6 problems that can be simplified using an efficient strategy (examples: turn 4×7 into 7×4; use easier products and regroup). Students are asked to show a brief reasoning step in words or pictures (one sentence is enough).

7. 53–58 min · Quick check: Exit problems. Students complete a 4-question exit ticket:

• Two multiplication facts (two one-digit factors).
• One related division fact using a given product.
• One unknown multiplication or division equation.

8. 58–60 min · Wrap-up: Reflect and celebrate. Teacher asks: “Which strategy helped you most today—arrays, skip-counting, or fact relationships?” Students give a one-word response and one student shares their best tip for fast recall.

Resources

• Multiplication flash cards (1–9 factors) and matching division cards for related facts
• Fact relationship chart (multiplication facts with two related division facts)
• Array/grid paper and small manipulatives (counters or base-ten blocks)
• “Multiplication & Division Sprint” printable (10 mixed problems)
• “Unknowns in Equations” worksheet (8 equations)
• “Properties of Operations” worksheet (6 simplified multiplication tasks)
• Exit ticket (4 questions)
• Timer and pencil/paper for student work

Assessment

• Formative checks during centers: teacher listens for correct fact matching and reasonable explanations.
• Teacher reviews work from timed sprint for both accuracy and chosen strategy.
• Exit ticket results to identify which facts or relationships need reteaching next lesson.

Differentiation

• Support:
• Provide a fact reference strip (1× through 9× products) for students who need it, especially during centers and unknowns.
• Offer sentence starters: “I know ___ because ___.” “The related division fact is ___.”
• Allow arrays/groups drawings for any problem that causes difficulty.
• Extension:
• Add a “challenge box” on the sprint sheet: students create one related division equation for a given multiplication fact.
• Students explain patterns in one additional way (example: connect “times 5 ends in 0 or 5” to skip-counting).
• EAL/SEN considerations:
• Keep problem sets visually consistent (same layout each worksheet).
• Read directions aloud once; re-check understanding by asking a student to restate what to do before centers begin.