9 Times Table Practice

Overview

This lesson reinforces multiplication and related division facts for 9 using visual models, patterns, and fluency practice. Students will build on known multiplication strategies to confidently solve products within 100.

Learning intentions

• Students will be able to use 9× facts to find products within 100.
• Students will be able to explain how multiplication facts relate to division facts.
• Students will be able to use strategies (like doubling and adding groups) to compute unknown products.
• Students will be able to determine missing whole numbers in multiplication or division equations involving 9.

Success criteria

• I can fluently solve 9× multiplication problems.
• I can match each 9× fact to a related division fact (e.g., 9×6 = 54, so 54 ÷ 9 = 6).
• I can use properties/strategies to solve for an unknown in equations with multiplication or division.
• I can describe a pattern in the 9 times table using properties of operations.

Curriculum links

• Operations and Algebraic Thinking: fluently multiply/divide within 100 (including strategies and fact relationships).
• Operations and Algebraic Thinking: apply properties of operations as strategies (commutative, associative, distributive).
• Operations and Algebraic Thinking: determine the unknown whole number in multiplication or division equations with three whole numbers.
• Operations and Algebraic Thinking: identify arithmetic patterns in the multiplication table and explain using properties of operations.

Lesson structure (60 minutes)

1. 0–5 min · Warm-up. Teacher writes three quick facts on the board (e.g., 9×4, 9×7, 9×9) and asks students to respond with the product or “I know a strategy.” Students quickly answer on whiteboards or paper, then share one strategy they used.
2. 5–15 min · Direct teach: build 9× pattern. Teacher shows a simple pattern chart (1–10 groups) and highlights that each next fact adds another group of 9 (e.g., 9×3 then 9×4 is “one more group of 9”). Students complete the next two entries on the chart and orally explain the “add one more group” idea.
3. 15–25 min · Model connections to division. Teacher demonstrates using a group model or quick drawing: write 9×6=54, then show that 54 objects can be partitioned into 6 groups of 9 (or 9 groups of 6). Students practice by completing a matching pair card set: each 9× problem pairs with one related division fact.
4. 25–40 min · Strategy stations (rotation). Teacher sets up two stations and uses a timer.

• Station A (Teacher-led): “Make it using facts” problems such as 9×7 by using 9×5 + 9×2, or 9×8 as 9×4 doubled. Students solve 3 problems, then explain the strategy in one sentence.
• Station B (Independent worksheet): “Missing number” equations like 9×?=72 and?×9=45 and 81÷9=?; students solve and check by substitution. Teacher circulates, prompts for strategy, and corrects errors immediately.

5. 40–50 min · Fluency game: 9 Times Table Relay. Teacher divides problems into a 10-question sequence; students answer in order using fast recall or strategy. Students call out answers one-by-one; if an answer is incorrect, students restate the correct strategy (not just the correct number).
6. 50–58 min · Guided practice: explain patterns. Teacher asks: “What do you notice about the digits in 9× table? How can you explain it?” Students choose one observation (for example, products often have digit-sums that follow a pattern) and connect it to adding groups of 9.
7. 58–60 min · Exit ticket. Teacher collects a short set of 4 items: two 9× products, one related division fact, and one missing-number equation. Students complete quietly and submit.

Resources

• Whiteboards or small scrap paper for quick responses
• Multiplication table grid (1–10) or blank chart for 9× facts
• Pre-made matching cards for 9× to division facts
• “Missing number” worksheet page (multiplication and division equations with 9)
• Strategy station materials: prompt cards (e.g., “use 9×5 + 9×2”)
• Timer for station rotation
• Exit ticket slip with 4 problems
• Pencil, eraser, and student work sheets

Assessment

• Formative check during warm-up: listen for correct products and whether students can name a strategy.
• Station B review: scan missing-number answers and note whether students check by substitution.
• Exit ticket: confirm fluency (2 products), understanding of division relationship (1 fact), and unknown-number skill (1 equation).

Differentiation

• Support: provide sentence starters for explanations (e.g., “I used ___ because ___.”) and a completed example on the worksheet for missing-number items.
• Support: allow the use of a multiplication chart during stations A and B for the first half, then gradually remove it for the second half.
• Extension: include one extra challenge equation such as 9×?=90 or 99÷9=? and ask students to justify the missing number using a relationship to known facts.
• EAL/SEN: keep instructions short and model one problem step-by-step before independent work; use visual group representations for 9× facts.