Skip Counting by 18

This chart counts in twos to 360: type the missing 18s in the counting strip under it, then press Check.

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For a PDF, press Print, then save as PDF in the print window. Print gives this chart on one page. Print 6 counting strips gives them on a sheet of their own, with an answer key.

Jumps of 18 from 0 to 360

Skip counting by 18: 2 to 360. 3 blanks to fill in, in the counting strip.

How it works

This skip counting by 18 chart counts in twos, so the 20 stops to 360 fit in 18 rows, all but 360 on two diagonals. Read each jump's note in the list further down, then fill in the strip.

Read the full guide

Add 20, take 2

18 is 2 short of 20, so every jump is add 20, take 2: 126, 146, 144. On a chart that counts in twos, that move is one row down and one square left, which is why the stops form a diagonal. The ones digits run 8, 6, 4, 2, 0, the same endings as the 8s, and every 5 jumps add 90.

Quarter turns in the notes

The note on 72 + 18 = 90 says a quarter turn in degrees, and the notes on 180, 270 and 360 mark the half, the three quarters and the full turn. Numbers on the chart shortens the chart to 200, which holds 11 stops.

  • Below 1,000, stops are even and their digits add to 9 or 18. 243 is odd. 236 adds to 11.
  • Pupils who know the 9s already own this count. Say the 9s and keep every second stop: 18, 36, 54.
  • Where the hundreds digit changes (90 to 108, 198 to 216, 288 to 306), go up 20, then back 2.

Questions and answers

What are the numbers when you count by 18?

18, 36, 54, 72, 90, 108, 126, 144, 162, 180, 198, 216, 234, 252, 270, 288, 306, 324, 342 and 360. That is 20 stops. Only the first 5, up to 90, are under 100, which is why this chart counts in twos.

Why does this chart count in twos?

Every stop of the 18s is even, so a chart of even numbers loses none of them and needs half the squares: 360 fits in 18 rows, not 36. To see the same numbers as facts, open the multiplication chart to 18.

Can I print a count by 18 sheet?

Yes. Print 6 counting strips, under the strip, prints six strips of the 18s, none past 198, with a key. Print the chart gives this chart of twos alone. Skip counting worksheets has no rows of 18s. Its nearest is Count by 9s to 108.

All 20 jumps

18 to 90: five jumps to a quarter turn 5

  • 0 + 18 = 18 On this chart of twos, 18 is the 9th square of the top row, one square short of 20.
  • 18 + 18 = 36 The jump added 20 and took away 2, so it landed one row down and one square left.
  • 36 + 18 = 54 Three 18s, six 9s or nine 6s: every stop here is every second stop of the 9s.
  • 54 + 18 = 72 A regular pentagon looks the same after a turn of 72 degrees.
  • 72 + 18 = 90 A quarter turn is 90 degrees. The endings 8, 6, 4, 2, 0 have all been used once.

108 to 180: on to a half turn 5

  • 90 + 18 = 108 The first stop with three digits, and the angle in each corner of a regular pentagon.
  • 108 + 18 = 126 126 is 7 × 18. Its digits 1, 2 and 6 add up to 9, like almost every stop here.
  • 126 + 18 = 144 The angle in each corner of a regular decagon, the shape with 10 sides.
  • 144 + 18 = 162 A regular shape with 20 sides has corners of 162 degrees, which leaves 18 degrees to turn at each one.
  • 162 + 18 = 180 A half turn is 180 degrees. 180 ends row 9, and a second diagonal of stops runs down from here.
Show all 20 jumps (10 more)

198 to 270: on to three quarters of a turn 5

  • 180 + 18 = 198 The first stop whose digits add up to 18, not 9. The last stop on the chart that ends at 200.
  • 198 + 18 = 216 6 × 6 × 6. A regular pentagon looks the same after a turn of 216 degrees.
  • 216 + 18 = 234 The digits read 2, 3, 4 in order, and they add up to 9.
  • 234 + 18 = 252 252 is 126 doubled, so the 7s stop here for the second and last time.
  • 252 + 18 = 270 Three quarters of a turn is 270 degrees. Fifteen jumps are done.

288 to 360: round to a full turn 5

  • 270 + 18 = 288 The second and last stop whose digits add up to 18: 2 + 8 + 8.
  • 288 + 18 = 306 The first stop past 300. Add 20 to 288 to reach 308, then take 2 away.
  • 306 + 18 = 324 18 × 18: eighteen jumps of 18, the square of the count itself.
  • 324 + 18 = 342 Even, with digits 3, 4 and 2 that add up to 9: the two tests for a stop of the 18s.
  • 342 + 18 = 360 A full turn is 360 degrees, so 20 jumps of 18 go all the way round.

How this list was compiled: Own work. The count was worked out twice on 2026-09-19 (18 times the jump number, then repeated addition of 18), and the same check covered every number in the notes: each stop's row and square on a chart that counts in twos, 10 squares wide; the digit sums; the other counts from 2 to 12 that land on it; the products. Facts checked on Wikipedia on 2026-09-19: one turn is 360 degrees, with 90, 180 and 270 for a quarter, a half and three quarters, https://en.wikipedia.org/wiki/Turn_%28angle%29 ; a regular pentagon has interior angles of 108 degrees and rotational symmetry through 72, 144, 216 and 288 degrees, https://en.wikipedia.org/wiki/Pentagon ; a regular decagon has an internal angle of 144 degrees, https://en.wikipedia.org/wiki/Decagon ; a regular icosagon has 20 sides, an interior angle of 162 degrees and an exterior angle of 18 degrees, https://en.wikipedia.org/wiki/Icosagon ; a number is divisible by 18 when both 2 and 9 divide it (the article's example is 342), and by 9 when its digits add up to a multiple of 9, https://en.wikipedia.org/wiki/Divisibility_rule . Licence: own work