There are 2 equal rows with 5 counters in each row. How many counters altogether?
Equal groups with arrays.
Solve a supported one-step multiplication using an array.
Equal groups with arrays
Practice sheet
Name: ______________
Date: ______________
Solve a supported one-step multiplication using an array.
There are 4 equal rows with 4 counters in each row. How many counters altogether?
There are 4 equal rows with 4 counters in each row. How many counters altogether?
There are 2 equal rows with 2 counters in each row. How many counters altogether?
There are 3 equal rows with 2 counters in each row. How many counters altogether?
There are 3 equal rows with 5 counters in each row. How many counters altogether?
Equal groups with arrays
Answer key
Name: ______________
Date: ______________
Solve a supported one-step multiplication using an array.
There are 2 equal rows with 5 counters in each row. How many counters altogether?
There are 4 equal rows with 4 counters in each row. How many counters altogether?
There are 4 equal rows with 4 counters in each row. How many counters altogether?
There are 2 equal rows with 2 counters in each row. How many counters altogether?
There are 3 equal rows with 2 counters in each row. How many counters altogether?
There are 3 equal rows with 5 counters in each row. How many counters altogether?
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The skill behind this activity
Solve a supported one-step multiplication using an array.
Department for Education: mathematics programmes of study ↗
Year 1 → Number → Multiplication and division · Selected statutory skill. Pack 2.2.0 · source checked 2026-10-12.
For teachers and parents
Use equal groups or partition the larger number. In long multiplication, each digit of the multiplier contributes its place-value partial product.
A common slip
A tens partial product is ten times the corresponding ones product. Keep its zero placeholder.
There are 4 equal rows with 2 counters in each row. How many counters altogether?
Use equal groups or partition the larger number. In long multiplication, each digit of the multiplier contributes its place-value partial product.