Multiplication Worksheets

Times tables & grid practice · Grades 2–3

A multiplication table grid for any range of factors, with optional pre-filled cells so children can spot patterns before filling in the rest. Useful for learning the times tables by heart, checking recall speed and practising the commutative property (3 × 4 = 4 × 3).

Skills: times tables, multiplication facts, number patterns. Format: printable, randomized on every load.

Sheets are randomized, free to print, and carry no answer key on purpose – why Super Awesome Math works this way.

How to do it

A multiplication grid is a table of every fact for a range of factors, and filling it in order makes the patterns visible before the facts are memorised.

  1. Take a row and a column, and write their product where the two meet. The 3 row and the 4 column meet at 12.
  2. Fill a whole row at a time rather than jumping around: the row for 5 counts up in fives, and seeing it count is what makes the next one predictable.
  3. Use the ones you already know to reach the ones you do not. If 6 × 7 will not come, 5 × 7 = 35 plus one more 7 gives 42.
  4. Check the grid against itself. The table is symmetric, so 7 × 8 and 8 × 7 must hold the same number; a mismatch is a mistake in one of them.

Where it goes wrong

  • Learning the table only one way round. A child who knows 8 × 3 but stalls on 3 × 8 has learned twice as many facts as they needed to.
  • Reciting rather than reading. Counting up from the start of a row every time means the fact is not known yet, only the sequence.

Frequently asked questions

What age are times tables worksheets for?
Most children meet the times tables in grade 2, around age 7, and are expected to recall them fluently by the end of grade 3. Start with a small range such as 1 to 5, and widen it once recall is quick rather than counted.
What do the pre-filled cells do?
Pre-filling the diagonal (1×1, 2×2, 3×3 …) or a percentage of random cells turns a blank grid into a puzzle. The visible answers give a child footholds to reason from, so a half-filled table is a gentler step than an empty one.
In what order should the tables be learned?
A common order is 2, 5 and 10 first, because their patterns are visible, then 3, 4 and 6, and finally 7, 8 and 9. Because 3 × 4 and 4 × 3 give the same answer, learning one table halves the work on another.

Settings

  • Table range: choose the first and last factor
  • Pre-fill the diagonal squares (1×1, 2×2, …)
  • Percentage of randomly pre-filled cells

Example problems

  • 3 × 4 = □
  • 7 × 8 = □
  • 4 × 3 = □
  • 6 × 9 = □

More Arithmetic

By grade