Sum of Prime Numbers | 3 Aug 2009
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Go4Expert Founder
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| 3Aug2009,16:49 | #1 |
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What is the sum of all prime numbers less than 100.
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Contributor
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| 3Aug2009,17:10 | #2 |
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1060.
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Contributor
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| 3Aug2009,17:11 | #3 |
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there are 25 prime numbers are there in less than 100.
2, 3, 5, 7, 11, 13, 17, 19, 23, 29, 31, 37, 41, 43, 47, 53, 59, 61, 67, 71, 73, 79, 83, 89, 97. and sum of all these numbers is 1060. |
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~ Б0ЯИ Τ0 С0δЭ ~
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| 3Aug2009,19:43 | #4 |
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The correct answer should be "-infinity".
Because there exist prime numbers < 0. Yeah .. don't be surprised. Just google "negative prime numbers". You gets lots of results refer any one ![]() So, sum of all prime numbers = - infinity, because there are infinitely many primes less than 0 ![]() If my answer will not b accepted, I demand a clarification + a convincing argument to why my answer was rejected. |
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Invasive contributor
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| 3Aug2009,19:45 | #5 |
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i was just thinking of -ve prime numbers
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Go4Expert Founder
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| 3Aug2009,20:33 | #6 |
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I do not consider -ve numbers as prime ( But I open to debate here )
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~ Б0ЯИ Τ0 С0δЭ ~
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| 4Aug2009,05:43 | #7 |
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Quote:
Originally Posted by shabbir And, you didn't consider anything specfic in the question. As I mentioned, I need a convincing argument against my views. And, this one was far from that. If you have a very strong reason like why -ve primes don't exist ... post them here / the debate thread ![]() Perhaps, this is the first controversial question posted after PriyaD handed over the responsibility to shabbir
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Invasive contributor
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| 4Aug2009,08:11 | #8 |
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check out the reply i made in the debate thread....it may give some argument as to why it may/may not exist....
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Go4Expert Founder
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| 4Aug2009,09:38 | #9 |
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I have replied in the debated threads as well and what mathematics consider it.
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Go4Expert Founder
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| 4Aug2009,21:34 | #10 |





