Find prime numbers of the form n*n*n+2: Difference between revisions

(Created page with "{{Draft task}} ;Task: Find prime numbers of form   <big> n<sup>''3''</sup>+2</big>,   where 0 < n < 200 <br> =={{header|Ring}}== <lang ring> load "stdlib.ring" see...")
 
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pr = pow(n,3)+2
if isprime(pr)
see "n: " + n + " n*n*n+32 : " + pr + nl
ok
next
Line 21:
<pre>
working...
n: 1 n*n*n+32 : 3
n: 3 n*n*n+32 : 29
n: 5 n*n*n+32 : 127
n: 29 n*n*n+32 : 24391
n: 45 n*n*n+32 : 91127
n: 63 n*n*n+32 : 250049
n: 65 n*n*n+32 : 274627
n: 69 n*n*n+32 : 328511
n: 71 n*n*n+32 : 357913
n: 83 n*n*n+32 : 571789
n: 105 n*n*n+32 : 1157627
n: 113 n*n*n+32 : 1442899
n: 123 n*n*n+32 : 1860869
n: 129 n*n*n+32 : 2146691
n: 143 n*n*n+32 : 2924209
n: 153 n*n*n+32 : 3581579
n: 171 n*n*n+32 : 5000213
n: 173 n*n*n+32 : 5177719
n: 189 n*n*n+32 : 6751271
done...
 
</pre>
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