How to Learn Multiplication Tables — A Guide for Ontario Parents
Multiplication tables are one of the most important math skills your child will develop. In Ontario, multiplication starts in Grade 2 and should be fluent by the end of Grade 4. Here’s how to make it happen without tears.
When the Ontario Curriculum Teaches Multiplication
- Grade 2: Introduction through equal groups and repeated addition (2 + 2 + 2 = three groups of 2)
- Grade 3: Multiplication facts to 7 × 7, using arrays, skip counting
- Grade 4: All facts to 9 × 9, multiplying by 10, 100, 1000
- Grade 5: Multi-digit multiplication, using multiplication in problem-solving
Why Memorization Alone Doesn’t Work
The Ontario curriculum emphasizes understanding, not just recall. Your child must understand that 4 × 3 means “4 groups of 3” — not just that the answer is 12. Why? Because understanding leads to:
- Better problem-solving (knowing when to multiply)
- Easier learning of division (the inverse)
- Foundation for fractions and algebra
The Best Order to Learn Times Tables
Don’t start with 1s and work up to 9s. Research shows this order is most effective:
- × 2 — Doubling (kids already know this from addition)
- × 10 — Just add a zero (builds place value understanding)
- × 5 — Skip counting by 5s (clock connection helps)
- × 4 — Double the doubles (4 × 6 = double of 2 × 6)
- × 3 — Skip counting, then connect to addition
- × 9 — The “finger trick” + digital root patterns make this surprisingly easy
- × 6, 7, 8 — By now, most facts are already covered from the above. Only a few new facts remain.
5 Strategies That Actually Work
1. Arrays and Area Models
Draw rectangles on grid paper. 3 × 4 = a 3-by-4 rectangle = 12 squares. This visual connection makes multiplication concrete and leads naturally to area concepts in later grades.
2. Skip Counting Games
Count by 3s, 4s, 7s together. Make it a game: bounce a ball and say the next number. Play in the car, at dinner, or before bed.
3. Fact Families
Teach multiplication and division together: 3 × 4 = 12, 4 × 3 = 12, 12 ÷ 3 = 4, 12 ÷ 4 = 3. This builds the inverse relationship and halves the memorization load.
4. The Commutative Property
3 × 7 = 7 × 3. Once your child knows this, the number of unique facts they need to memorize drops dramatically. From 81 facts to about 36.
5. Daily Adaptive Practice
5–10 minutes daily is far more effective than 30 minutes weekly. MapleMath’s multiplication practice adapts difficulty — starting with known facts for confidence, then introducing harder ones gradually.
Common Struggles
- × 7 and × 8 facts: These are the last to be learned and most error-prone. 7 × 8 = 56 is statistically the hardest multiplication fact for children.
- Confusing × and +: 4 × 3 = 7? This means the child is adding instead of multiplying. Go back to groups and arrays.
- Slow recall: If your child can figure out 6 × 8 but takes 10+ seconds, they need more practice for automaticity. Speed comes from practice, not pressure.