- #1
chhitiz
- 221
- 0
scratch that.
is 5606701775893 a prime number?
is 5606701775893 a prime number?
chhitiz said:then why don't you tell me what you did find out you smug and condescending cheapo.
chhitiz said:then why don't you tell me what you did find out you smug and condescending cheapo.
chhitiz said:then why don't you tell me what you did find out you smug and condescending cheapo.
chhitiz said:then why don't you tell me what you did find out you smug and condescending cheapo.
chhitiz said:scratch that.
is 5606701775893 a prime number?
Dodo said:And what happened with 59,649,589,127,497,217 ?
chhitiz said:what the hell?
i was only doing my best dr. house impression.
I don't think it is random because it is a well known prime factor of a number of the form 2^(2^n) +1 which can't be said about primes in general of that order.S.Sangra said:For god's sake, chhitiz, what would you EVER gain by knowing whether or not that is a prime number? It's as if you typed in a random string of numbers into your keyboard. Sukhdeep Sangra
Yes, it is possible to determine if a number is a prime number. There are various algorithms and mathematical tests that can be used to determine the primality of a number.
A prime number is a positive integer that is only divisible by 1 and itself. In other words, it has exactly two factors.
One method is to use the Trial Division method, where the number is divided by all possible factors up to its square root. If it has no factors other than 1 and itself, it is a prime number.
I cannot answer that without performing the necessary calculations. However, given its large size, it is highly unlikely to have any other factors.
Yes, there are various other methods such as the Sieve of Eratosthenes, the Lucas-Lehmer test, and the AKS primality test. These methods are more efficient for larger numbers.