Multiplication practice

Practice Times Tables From 1 to 12

Practice multiplication facts from the 1 to 12 times tables with mixed questions, or focus on one table at a time.

There is no need to rush. Start with accurate answers, use a multiplication strategy when a fact is difficult, and return to the facts that need more practice.

PRACTICE QUESTION
8 × 7 = ?

Try to recall the product first. If you cannot, use a known fact to work it out before checking.

48 56 64
Mixed practice

Practice Times Tables 1 to 12

Answer multiplication questions from all twelve tables in mixed order. This helps you recall individual facts without relying on the sequence of one times table.

Mixed tables

Mixed Times Tables Practice

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Focused practice

Practice One Times Table at a Time

If mixed questions are too difficult, concentrate on one table first. Each individual lesson explains its patterns and includes dedicated practice.

Build gradually

Which Times Tables Should You Practice First?

You do not need to practice all twelve tables at once. Start with tables that have clear patterns, then add more as the earlier facts become familiar.

START HERE 1× · 2× · 5× · 10×

Begin with identity, doubling and the recognizable patterns of multiples of 5 and 10.

NEXT 3× · 4×

Practice groups of three and use double, then double again for ×4.

BUILD ON KNOWN FACTS 6× · 8×

Connect ×6 with ×3 and build ×8 through repeated doubling.

FOCUSED RECALL 7× · 9× · 11× · 12×

Use known facts and table-specific strategies, then practice until the answers can be recalled more directly.

When you get stuck

Work Out the Answer Instead of Guessing

If a multiplication fact does not come to mind, connect it to something you already know. The strategy is temporary: the goal is eventually to recall the product without rebuilding it.

DOUBLE 2 × 7 = 14

Multiplying by 2 is the same as doubling: 7 + 7 = 14.

DOUBLE TWICE 4 × 6 = 24

Double 6 to get 12, then double again: 12 × 2 = 24.

NEARBY FACT 7 × 8 = 56

Start with 7 × 7 = 49 and add another 7: 49 + 7 = 56.

10 MINUS 1 9 × 8 = 72

Calculate 10 × 8 = 80, then subtract 8: 80 − 8 = 72.

10 PLUS 2 12 × 7 = 84

Combine 10 × 7 = 70 with 2 × 7 = 14: 70 + 14 = 84.

TURN IT AROUND 8 × 6 = 48

If you already know 6 × 8 = 48, you also know 8 × 6 = 48.

Practice efficiently

Spend More Time on the Facts You Miss

Not every multiplication fact needs the same amount of practice. Facts that are already easy can be reviewed less often while difficult facts receive more attention.

Already easy 5 × 5 = 25
Needs practice 7 × 8 = 56
Needs practice 8 × 9 = 72
✓
Use Practice Mistakes on individual table pages

If you repeatedly miss facts from one table, open that table's lesson and use its Practice Mistakes mode to return specifically to incorrect answers.

Simple routine

A Better Way to Organize Times Tables Practice

A practice session can move from focused learning toward mixed recall instead of repeating every multiplication fact equally.

1. Choose one table or a small group Focus
Work with a manageable set of multiplication facts rather than starting with every table if they are not yet familiar.
2. Answer the facts without looking Recall
Try to retrieve each product yourself before checking the answer.
3. Mark the facts that cause difficulty Review
Keep track of multiplication facts that are incorrect or require several calculation steps.
4. Practice those facts again Repeat
Give difficult facts another attempt instead of spending the same amount of time on answers that are already easy.
5. Finish with mixed questions Mix
Return to random multiplication questions to check whether you can recall the same facts outside the sequence of one table.
VISUAL REFERENCE
6 × 8 = 48
6× 48 8×
Still learning?

Use the Multiplication Chart as a Reference

Follow rows and columns to see where facts fit within the tables, compare related facts and identify multiplication patterns visually.

Open Multiplication Chart
Go beyond 1–12

Practice Extended Times Tables

Once the standard multiplication facts are comfortable, continue with larger multiples. Each extended lesson explains a mental-math strategy and includes its own practice.

What comes next?

Practice, Quiz or Test?

Choose the activity that matches what you want to do with the multiplication facts.

PRACTICE Learn and repeat

Stay on this page when you want to work through multiplication facts without treating the activity as a formal assessment.

QUIZ Check what you know

Use the times tables quiz for mixed questions when you want to check your knowledge.

TEST Measure your recall

Try the times tables test when you are ready for a more structured multiplication challenge.

GAMES Change the format

Visit times tables games for matching, missing-number and other multiplication activities.

Quick answers

Times Tables Practice Questions

What is the best way to practice times tables?

Start with a manageable table or group of tables, answer the facts without looking, identify the ones that cause difficulty and give those facts additional practice. Gradually move toward mixed questions.

Should I practice every times table at once?

Not necessarily. Practicing one table or a small group can be useful while learning. Mixed 1-to-12 practice becomes more useful once several tables are already familiar.

Which times tables should I practice first?

The 1, 2, 5 and 10 times tables provide useful starting points because their multiplication patterns are relatively straightforward. Other tables can then be connected to facts you already know.

How should I practice difficult multiplication facts?

First use a known fact or multiplication strategy to reconstruct the answer. Then practice retrieving the difficult fact again without immediately using the strategy.

Why practice times tables in random order?

Random order prevents you from relying only on the sequence of multiples and requires you to retrieve each multiplication fact more independently.

Should I focus on speed or accuracy?

Accuracy is the better starting point while multiplication facts are still being learned. Faster recall can be practiced after the answers are consistently correct.

What is the difference between times tables practice and a test?

Practice is a place to work on facts, use strategies and repeat mistakes. A test is better suited to checking what you can already recall under more structured conditions.

Ready for a challenge?

Try the Times Tables Quiz

When mixed practice feels comfortable, answer multiplication questions in quiz format and check how well you know the tables.

NEXT ACTIVITY Take the Times Tables Quiz