How to Teach Multiplication Facts: A Step-by-Step Guide for Parents & Teachers
A practical, research-backed order for teaching the times tables: fact families, squares first, daily drills, and free printable multiplication worksheets to practice with.
Why the Order of the Times Tables Matters
Most students do not struggle with every multiplication fact equally. The hard cluster is the 6s, 7s, and 8s, especially combinations like 6×8 and 7×8. Teaching the facts in a deliberate order — easiest first, hardest last — lets students build confidence and momentum instead of facing a wall of equally unfamiliar numbers.
A common teaching sequence is: 2s, 5s, and 10s first (the easiest patterns), then the squares (3×3, 4×4, 6×6…), then the doubles-and-near-doubles, and finally the 6–9 cluster. Free printable multiplication worksheets let you print exactly the fact range a student is working on, so practice always matches the current lesson.
Start With Fact Families, Not Rote Lists
A fact family connects multiplication and division: 4, 6, and 24 give you 4×6 = 24, 6×4 = 24, 24÷4 = 6, and 24÷6 = 4. Teaching this way means students learn division at the same time they learn multiplication, and every fact comes with built-in self-checking.
When a student is stuck on 7×8, ask "8 times what is 56?" instead of just giving the answer. That single question reinforces the inverse relationship and makes both operations stronger.
Keep Drills Short, Timed, and Daily
Two focused minutes a day beats one long session a week. Short timed drills build automaticity — the goal of the Common Core fluency standard (3.OA.C.7) — without exhausting the student. Score the drill, celebrate improvement, and never turn it into punishment.
Use the multiplication worksheet generator to produce a fresh 24-problem sheet with the exact range you want, from 0–5 for beginners to 0–12 for middle-school warm-ups. Print without the answer key for the drill, then with the key for self-checking.
Memory Aids That Actually Work
The 9s have a reliable finger trick: to find 9×n, fold down the nth finger — the fingers to the left are the tens digit, the fingers to the right are the ones. For the 8s, teach "double, double, double": 8×7 = 2×2×2×7 = 56.
The 6×6 = 36 and 7×7 = 49 squares anchor the hardest cluster. Once squares are solid, the remaining facts can be derived: 7×8 = 7×7 + 7 = 56.
When to Move to Larger Numbers
Do not move to two-digit multiplication until the single-digit facts are automatic — automatic means answering within about three seconds without counting. At that point, larger problems become an application of place value rather than a brand-new skill.
The UnitFig multiplication worksheets support ranges up to 1,000, so the same generator grows with the student from basic facts to multi-digit practice.
Frequently Asked Questions
What is the best order to teach multiplication facts?
Start with 2s, 5s, and 10s, then squares (3×3, 4×4…), then the doubles, and finally the hard 6–9 cluster. This builds confidence before the hardest facts.
How long should a multiplication drill be?
Two minutes a day is ideal. Short, timed, daily practice builds automaticity much faster than a long weekly session.
What grade should students know the times tables?
The Common Core standard 3.OA.C.7 asks for fluency with products to 100 by the end of grade 3. Grade 3 is the target, with review continuing in grades 4–5.
Quick Summary
Teach the times tables in a deliberate order, anchor them with fact families, drill daily in short timed bursts, and let a free worksheet generator supply unlimited practice at exactly the right range.
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The old US survey foot (0.304800609601 m) was retired in 2023 in favor of the international foot (0.3048 m). Modern conversions use the international foot; mixing them drifts over long distances.
Inches vs. centimetres for screens
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Authoritative sources for this page
- NIST (U.S. National Institute of Standards and Technology) — NIST SP 330 — The International System of Units (SI), 2019 edition
- BIPM (International Bureau of Weights and Measures) — SI Brochure — The International System of Units (9th edition)
Last Updated 2026 | This article was reviewed for accuracy