6 7 Math Worksheets: Sums, Tables and Equations Built on 67

Press Make a new sheet for twenty new sums that all make 67, then Print.

20 problems. Every answer is 67: add two numbers. Sheet 9ENNZT, with its answer key.

How it works

These 6 7 math worksheets are built on the numbers 6, 7 and 67. The page opens on twenty additions that all make 67, and the menu has the 6 and 7 times tables, equations and decimals.

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When every answer is 67

A sheet with one answer sounds too easy, and that is its use. Nobody waits for marking: a pupil who gets 66 knows at once to look again, and the working is what gets checked. Every answer is 67: subtract and Every answer is 67: divide do the same for other operations.

Sixes and sevens for older classes

For multiplication, print The 6 and 7 times tables, shuffled: the two tables meet at 6 × 7 = 42. Classes on algebra have One-step equations: the solution is always 67, and Decimal sums that make 6.7 moves the same digits behind a point.

  • Hand out the opening sheet without saying what is special about it, and see who notices first.
  • Fast finishers can write three more problems of their own that make 67.

Questions and answers

What is a 67 math worksheet?

A sheet built on the number 67. On most of these, 67 is the answer to every problem: sums, differences, quotients and equations. Others print only numbers written with 6s and 7s, as in 66 + 77 or 76 − 67.

Why make every answer the same?

Pupils can check themselves, and you can see at a glance who is right. Since the answer is known, attention moves to the method: lining up columns, regrouping, or undoing an equation one step at a time.

Is 67 a prime number?

Yes. Nothing but 1 and 67 divides it, so no times table from 2 to 12 contains it. The division sheet works the other way: 134 ÷ 2, 201 ÷ 3 and on up to 603 ÷ 9 all give 67.

Is there an answer key?

Yes. The key prints as the last page; untick Answer key before you press Print if you would rather not hand it out. Every press of Make a new sheet changes the problems, and on most sheets the answers stay 67.

All 24 sheet types

Every answer is 67 8

  • Every answer is 67: add in columns The same sums set in columns, twelve to a page. Some carry a ten, as 29 + 38 = 67 does, and some do not, as in 26 + 41 = 67, so pupils still have to look at the ones first.
  • Every answer is 67: add two numbers The sheet the page opens on: twenty additions such as 33 + 34 = 67, and every one of them makes 67. Pupils can mark their own work. An answer that is not 67 needs a second look, so the care goes into the working.
  • Every answer is 67: divide Eight divisions, one for each divisor from 2 to 9, and each quotient is 67: 268 ÷ 4 = 67. The dividends run from 134 to 603, the multiples of 67 that a one-digit number divides.
  • Every answer is 67: plus and minus on one page Two forms shuffled. One is a subtraction with its answer missing, the other an addition with its second number missing, and 67 fills the blank every time: 124 − 57 = 67, and 57 + 67 = 124.
Show all 24 sheet types (20 more)

Every answer is 67, continued

  • Every answer is 67: subtract Twenty subtractions with a difference of 67, such as 124 − 57 = 67. The first number runs from 77 to 167, so most problems start above 100 and the answer drops back below it.
  • Every answer is 67: three numbers to add Three addends that total 67, such as 22 + 14 + 31 = 67. Adding the tens first, 20 + 10 + 30 = 60, and then the ones, 2 + 4 + 1 = 7, keeps it in the head. Twelve problems to a page.
  • Every answer is 67: word problems Six short stories that put two amounts together, each with a total of 67: 33 coins and 34 more make 33 + 34 = 67. The numbers and the things change with every sheet. The answer does not.
  • What makes 67? Find the missing addend Here 67 is the total and one part is missing. For 42 and a blank that make 67, pupils count up from 42 or subtract, and write 25, since 42 + 25 = 67. The answers differ from line to line.

The 6 and 7 times tables 6

  • The 6 and 7 times tables, shuffled Both tables on one page, from × 1 to × 12, in mixed order and with either factor first. The two tables meet at 6 × 7 = 42, the one fact that belongs to both.
  • Count by 6s or by 7s: which is it? Rows of six numbers with three missing. A row that begins 36, 42 counts by 6s, since 36 + 6 = 42; one that begins 49, 56 counts by 7s. Pupils find the step from the first two numbers and fill the gaps.
  • Divide by 6 and by 7 The division facts of the two tables: 42 ÷ 6 = 7 and 42 ÷ 7 = 6 are the same three numbers read two ways. Every dividend is a multiple of its divisor, so nothing is left over.
  • Fact families with a 6 or a 7 Three numbers, four facts. From 6, 7 and 42 pupils write 6 × 7 = 42, 7 × 6 = 42, 42 ÷ 6 = 7 and 42 ÷ 7 = 6. One number of every family is 6 or 7.
  • In and out tables: rules with 6 and 7 Each table has one rule, × 6, × 7, ÷ 6 or ÷ 7, and five rows with gaps. Under the rule × 7 an In of 6 gives an Out of 42, because 6 × 7 = 42. Half the tables divide.
  • Missing factor in the 6 and 7 tables: 6 × ___ = 54 The product is given and the second factor is missing. Six times what makes 54? Since 6 × 9 = 54, the blank is 9. The first factor is always 6 or 7.

Numbers written with 6s and 7s 4

  • The 67 times table: 67 × 2 to 67 × 9 Eight products of 67 in mixed order: 67 × 4 = 268. Splitting helps: 60 × 4 = 240 and 7 × 4 = 28. These are the dividends of the division sheet, met from the other side.
  • Add numbers written with 6s and 7s: 66 + 77 Every digit of both numbers is a 6 or a 7: 66 + 77 = 143. Wherever two digits meet they make 12, 13 or 14, so there is always a ten to carry. Numbers have one, two or three digits.
  • Multiply 6s and 7s: 67 × 6 A two-digit number made of 6s and 7s times 6 or 7: 67 × 6 = 402. There are only eight such problems, 66, 67, 76 and 77 each times 6 and times 7, and the sheet has all of them.
  • Subtract numbers written with 6s and 7s: 76 − 67 The same digits to subtract: 76 − 67 = 9. With only 6s and 7s a column is either equal, one more or one short, so it is easy to see where a ten must be traded.

Equations solved by 67 2

  • One-step equations: the solution is always 67 Eight equations such as 7x = 469. Dividing both sides by 7 gives 469 ÷ 7 = 67, and the key checks it: 7 × 67 = 469. The number in front of x runs from 2 to 12, and x is 67 every time.
  • Two-step equations: the solution is always 67 Two moves to undo. When 9y plus 30 is 633, take away the 30, 633 − 30 = 603, then divide, 603 ÷ 9 = 67. The key shows both steps and a check. Every equation on the sheet has the solution 67.

6.7 and 0.67 4

  • 6.7 times a one-digit number Eight products of 6.7, one for each multiplier from 2 to 9: 6.7 × 9 = 60.3. The digits are those of 67 × 9 = 603, with one decimal place, so the 67 times table does the work.
  • Decimal differences that make 6.7 Subtractions in tenths with the answer 6.7 every time: 8.8 − 2.1 = 6.7. The first number runs from 7.8 to 9.9, and some problems regroup a whole into ten tenths, as 9.2 − 2.5 = 6.7 does.
  • Decimal sums that make 6.7 Two numbers in tenths that add up to 6.7, such as 2.9 + 3.8 = 6.7. It is 29 + 38 = 67 with a point in each number, which is the idea the sheet is for.
  • Hundredths that add up to 0.67 The same sums two places down: 0.29 + 0.38 = 0.67. Both numbers are hundredths below 1, so the digits behave exactly as in 29 + 38 = 67, and only the place of the point is new.

How this list was compiled: Own work. The sheet types and their worked examples were written for this page, and every worked example was computed twice by script on 2026-09-30. Nothing is cited: the page is about the numbers 6, 7 and 67 only. That 67 is a prime number was checked by dividing it by every whole number from 2 to 8. Licence: own work