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Can you prove that there exists 1,000,000 positive consecutive integers that are all composite numbers on the numberline, and what are they, or how do they begin and end? Thank you for help

 Jun 12, 2020
 #1
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IDK CAN IIIII??????

 Jun 12, 2020
 #2
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You most certainly can! Remember the factorial function !.

 

1 - 1,000,001 ! + 2

2 - 1,000,001! + 3

3 - 1,000,001! + 4.......and so on all  the way up to 1,000,001! + 1,000,001.

 

And that gives you 1,000,000 positive consecutive integers that are ALL composites!

 Jun 12, 2020

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