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| 2014-02-03 05:43:45 +0200 | asked a question | pseudoprime numbers solve in sage Help me solve my exam: Determine how many numbers pseudoprime the base 7 is in the interval [4.10 ^ 10 ^ 60] (calculate the length of the list). Define the appropriate list and check after determining that its elements satisfy the relevant conditions. Check how many in the interval [10 ^ 3.10 ^ 5] is the number of bases that are pseudopierwszych consecutive numbersthe first 2,3, ..., n the base p_n= 3 NOTE: In the second part of the task, do not write out explicitly n conditions and use the forall. Do not write out explicitly primes. |
| 2014-02-03 05:38:13 +0200 | asked a question | Help me solve my exercise which i has in my test. Determine how many numbers pseudopierwszych the base 7 is in the interval [4.10 ^ 10 ^ 60] (calculate the length of the list). Define the appropriate list and check after determining that its elements satisfy the relevant conditions. Check how many in the interval [10 ^ 3.10 ^ 5] is the number of bases that are pseudopierwszych consecutive numbersthe first 2,3, ..., n = P_N 3 NOTE: In the second part of the task, do not write out explicitly n conditions and use the forall. Do not write out explicitly primes. |
Copyright Sage, 2010. Some rights reserved under creative commons license. Content on this site is licensed under a Creative Commons Attribution Share Alike 3.0 license.