A number as a product of primes

Difficulty Starter · Set 07ldpw

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  1. 1
    Write 44 as a product of prime numbers, smallest first, separated by ×.

  2. 2
    Write 52 as a product of prime numbers, smallest first, separated by ×.

  3. 3
    Write 48 as a product of prime numbers, smallest first, separated by ×.

  4. 4
    Write 48 as a product of prime numbers, smallest first, separated by ×.

  5. 5
    Write 27 as a product of prime numbers, smallest first, separated by ×.

  6. 6
    Write 55 as a product of prime numbers, smallest first, separated by ×.

  7. 7
    Write 20 as a product of prime numbers, smallest first, separated by ×.

  8. 8
    Write 51 as a product of prime numbers, smallest first, separated by ×.

  9. 9
    Write 52 as a product of prime numbers, smallest first, separated by ×.

  10. 10
    Write 46 as a product of prime numbers, smallest first, separated by ×.

  11. 11
    Write 57 as a product of prime numbers, smallest first, separated by ×.

  12. 12
    Write 49 as a product of prime numbers, smallest first, separated by ×.

  13. 13
    Write 44 as a product of prime numbers, smallest first, separated by ×.

  14. 14
    Write 46 as a product of prime numbers, smallest first, separated by ×.

  15. 15
    Write 39 as a product of prime numbers, smallest first, separated by ×.

  16. 16
    Write 55 as a product of prime numbers, smallest first, separated by ×.

  17. 17
    Write 57 as a product of prime numbers, smallest first, separated by ×.

  18. 18
    Write 20 as a product of prime numbers, smallest first, separated by ×.

  19. 19
    Write 42 as a product of prime numbers, smallest first, separated by ×.

  20. 20
    Write 38 as a product of prime numbers, smallest first, separated by ×.

What is in this set

Drawing 240 problems from this page produced 36 different ones, 15% — so a sheet of 20 will come back to a problem you have seen — there are only so many sensible ones of this kind.

The same skill, harder or easier

We would put this in front of a grade 6 class. That is our judgement, not a standard, and it is printed here so you can disagree with it. Everything else we put in that year.

Next to this

Lowest common multiple of two numbers

Numbers 4–12; 63% share no factor at all.

Deciding whether a number is prime

Numbers 11–60; 78% are not prime.

Continuing a multiplying sequence

Numbers 2–3,750; every one will multiply by a constant amount.

All of number sense

28 skills in this topic, 75 sets between them.

Printing it

The printed sheet carries no menus and no advertising, and the answer key is on its own page.