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Prime Number Testevery Prime number that you enter in the Prime Number Test is congruent to 1. If N is prime then P=1.

Q: List prime numbers

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The list is far too long to list here (millions of them); a search on "list of prime numbers" can quickly give you the desired prime numbers.

list the prime numbers between one and twenty

There is an infinite number of prime numbers. It is not possible to list them.

23 and 29

Please note that there are infinitely many prime numbers. An Internet search for "list of prime numbers" will quickly give you a list of prime numbers up to a certain point, for example here: http://en.wikipedia.org/wiki/List_of_prime_numbers Any integer greater than 1 that is not in the list of prime numbers is a composite number. (1 is considered neither a prime number, nor a composite number.)

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It is a list of prime numbers.

what is the ratio or prime numbers to composite numbers in this list/10,11,2,13,14,15,16,1,7,18,19,20,21

The list of prime numbers is infinite. There are two factors for each.

The list is far too long to list here (millions of them); a search on "list of prime numbers" can quickly give you the desired prime numbers.

Prime numbers that are next to each other on the list of prime numbers.

list the prime numbers between one and twenty

Some of the prime numbers are 2,5,7,3,11,13,19,23....etc.

It is impossible to list all the prime numbers as there are an infinite number of them. The list of prime numbers starts: 2, 3, 5, 7, 11, 13, 17, 19, 23, 29, ... Suppose you could list all the prime numbers and have done so - there is no prime number which is not on the list. Multiply them all together and add 1. This number is not divisible by any of the listed prime numbers as there is always a remainder of 1. So either this new number is a prime number, or there is another prime number not listed which will divide into it. Which means that the list was not all the prime numbers; meaning it is impossible to list all the prime numbers.

Look up a list of prime numbers (a Google search for "prime numbers" or "list of prime numbers" should do); every number (greater than 1) that is NOT a prime number is composite.

It is impossible to list the infinite number of prime numbers and composite numbers.

That's an infinite list.

That's an infinite list.