Multiplication chart 1–15

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Multiplication chart 1–15 · 1 page

MathMultiplication chart 1–15Find a row and a column; the answer is where they meet.×12345678910111213141512345678910111213141512345678910111213141524681012141618202224262830369121518212427303336394245481216202428323640444852566051015202530354045505560657075612182430364248546066727884907142128354249566370778491981058162432404856647280889610411212091827364554637281909910811712613510203040506070809010011012013014015011223344556677889911012113214315416512243648607284961081201321441561681801326395265789110411713014315616918219514284256708498112126140154168182196210153045607590105120135150165180195210225edulist.com/printables/multiplication-chart/1-15Free printables, plus learning programs scholarships can pay for

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A 15 × 15 chart goes past the usual 12s to products up to 225. It is handy for older kids who are working with squares, factors and fractions, where facts like 13 × 13 = 169 or 15 × 4 = 60 come up often. Darker lines every five rows and columns split the grid into blocks so the eye does not wander.

Use it as a reference for finding common factors and multiples, simplifying fractions, or checking long multiplication. It is also a nice extension for a child who already knows the 1–12 chart and wants a challenge: the 15s are just the 10s plus the 5s.

Tips for using it

  • Show that 15 × n = 10 × n + 5 × n. Then let your child check a few squares with that shortcut.
  • Circle the perfect squares on the diagonal (169, 196, 225). They come up in area and square-root work later.

Questions

Do kids need to memorize facts past 12?

Usually not. Facts past 12 are better worked out with strategies, like splitting 14 × 6 into 10 × 6 + 4 × 6. A 1–15 chart is a reference for checking that work.

Will 1–15 fit on one page?

Yes. The chart sizes its squares to fill a Letter or A4 page, and numbers up to 225 stay readable.