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Eight - all the prime numbers (the definition of which is a number with exactly two different factors) which are 2, 3, 5, 7, 11, 13, 17, 19.

It could be argued that any number with 3 or more different factors has 2 different factors (along with one or more other factors), which means all numbers less than 20 except 1 have two different factors, ie the 18 numbers 2-19; these numbers just don't all have exactly two different factors.

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βˆ™ 12y ago
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βˆ™ 9y ago

6: 2, 3

10: 2, 5

12: 2, 3

14: 2, 7

15: 3, 5

18: 2, 3

20: 2, 5

21: 3, 7

22: 2, 11

24: 2, 3

26: 2, 13

28: 2, 7

33: 3, 11

34: 2, 17

35: 5, 7

36: 2, 3

38: 2, 19

39: 3, 13

40: 2, 5

44: 2, 11

45: 3, 5

46: 2, 23

48: 2, 3

23 of them.

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βˆ™ 10y ago

23 of them.

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Q: How many integers less than 50 have exactly two distinct prime factors?
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