Build the 6× Tables - Differentiated Strategy Worksheets
This printable worksheet pack includes three differentiated versions of the same concept: learning to build the 6× table by doubling the 3× table. Students use their knowledge of familiar facts to derive harder multiplication facts with strategy prompts and visual scaffolds.
Each sheet includes:
- Fact-based doubling problems (3× then 6×)
- Clear strategy instructions with worked examples
- Draw It Out boxes for students to show conceptual understanding through arrays or groups
Perfect for classroom differentiation, homework, or small group intervention.
Learning goals
- We are learning to solve multiplication problems using mental and written strategies and calculators to check our answers.
- We are learning to describe, continue and create number patterns and use addition and subtraction to identify the rule.
- We are learning to recall multiplication facts up to 10 × 10 and related division facts.
- We are learning to use a range of strategies to solve multiplication and division where there is no remainder.
- We are learning to solve word problems by using number sentences involving multiplication or division where there is no remainder.
- We are learning to use estimation and rounding to check the reasonableness of answers to calculations.
- We are learning to solve problems involving modelling addition, subtraction, multiplication and division, using different strategies.
- We are learning to follow and create number sentences to investigate number patterns and rules and to find emerging patterns.
- We are learning to use a range of strategies to solve addition, subtraction, multiplication and division where there is no remainder.
- We are learning to use estimation and rounding to check and explain calculations including transactions involving money.
- We are learning to recall multiplication facts up to 10 x 10 and related division facts, developing efficient mental strategies.
Curriculum alignment
Australian Curriculum covers QLD / SA / WA / NT / TAS / ACT.