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When does n^2 + n +41 stop being prime (n=0,1,2....)?
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PrimeQ is a Mathematica function which is True if the argument is a prime number. At n=0, 41 is prime. PrimeQ [ 41] -> True At n=40, PrimeQ [ 1681] -> False. 1681 = 41 x 41 All expression values for n=0 through n=39 are prime.
Right, evidently 41 yields a non prime by inspection so then a case of testing the ones less than that.
A complete case testing solution using Mathematica Home Edition is attached.
Just what computers are good at:-)
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