How many numbers in the form of 2^n -1, which are
less than 5000 are prime?

How many numbers in the form of 2^n -1, which are
less than 5000 are prime?

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1 thought on “How many numbers in the form of 2^n -1, which are<br /> less than 5000 are prime?<br />”

  1. Answer: 8179

    The largest prime derived from a two-digit prime by inserting the sum of its digits in between. The only prime less than a googol of form 2^n-n, where n is an emirp, (n=13).

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