Give me a list of prime numbers to 1008/23/2023 What are the first ten prime numbers The. You wouldn't use a list to determine if x is prime. Frequently asked questions What is a prime number It is a number that can be divided evenly only at one and itself. And nobody records large lists of known primes because it is pointless. If nobody recorded that x is prime then I cannot do this). (Given a list of known primes, I can determine whether x is prime or not by checking that it would be in the list if it was prime due to the list size, and then checking whether it is on the list. A number x that has at some point be determined to be a prime is not a "known prime" if it is not recorded. A "list" of known primes would have to be recorded. If $n$ is composite, it will almost certainly (again, a slippery term) return "COMPOSITE", but there's a small probability $(\frac$ on a large hard drive for say $500, which would pay for some of the cost creating the list. The Miller-Rabin primality test is an algorithm that takes a number $n$, and a "certainty" parameter $m$, and (in layman's terms) if $n$ is prime, it will return "PRIME". Moreover, it's fairly easy to come up with large primes, and it's fairly easy to "guarantee" (guarantee being a slippery term), that a given large number is prime. \ If n is greater than sqrt (number), the number is not equally divisible by n. For each number from 2 to 100, find Remainder Number n, where n ranges from 2 to sqrt (number). This may be a somewhat unsatisfying answer, but no-one's really keeping a complete list of known primes (to the best of my knowledge). Write, run, and test a C++ program that finds and prints all the prime numbers less than 100.
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