- #1
jobsism
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Primes between 1 and a limit!
I just discovered something cool! I found out a method to find a close approximate to the number of primes between 1 a certain limit. If n is the limit, then number of primes is approximately equal to n/(natural log of n). For example, number of primes between 1 and 10 is 10/ln(10) = 4.34, and the actual number of primes is 4! I'm just so happy on finding out something like this! :!) Tell me what you guys think of this. Also, please tell me if it was already found out earlier.
I just discovered something cool! I found out a method to find a close approximate to the number of primes between 1 a certain limit. If n is the limit, then number of primes is approximately equal to n/(natural log of n). For example, number of primes between 1 and 10 is 10/ln(10) = 4.34, and the actual number of primes is 4! I'm just so happy on finding out something like this! :!) Tell me what you guys think of this. Also, please tell me if it was already found out earlier.