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Yes.
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Is there an infinite amount of prime and composite numbers?
Yes, there is an infinite amount of prime numbers. This has been proven by the ancient Greek mathematician Euclid. As for composite numbers, since there are infinitely many natural numbers, there must also be an infinite amount of composite numbers, as they are all the natural numbers that are not prime.
There are no prime numbers above 100?
There are an infinite amount of prime numbers greater than 100
What is the largest prime number in 9 bit register?
Well, there is an infinite number of numbers, so technically, there is an infinite amount of prime numbers.
Is there a 'biggest prime number'?
No. Euler roved that there are an infinite amount of prime numbers.
Why can a prime number not be abundant?
Prime numbers are abundant, in fact there is an infinite about of prime numbers. There is just and infinitely greater amount of non-prime numbers.
Are there only 2 prime numbers?
No there is a infinite amount of prime numbers
Is there an infinite amount of prime and composite numbers?
Yes, there is an infinite amount of prime numbers. This has been proven by the ancient Greek mathematician Euclid. As for composite numbers, since there are infinitely many natural numbers, there must also be an infinite amount of composite numbers, as they are all the natural numbers that are not prime.
Can anyone name all the none prime numbers?
No, there are an infinite amount of non-prime numbers just as there are an infinite number of prime numbers.
What are all prime numbers that are odd numbers?
There is an infinite amount of prime numbers all of which are odd numbers
Is the amount of prime numbers infinite?
Yes
How many numbers are not prime?
An infinite amount.
Is there 25 prime numbers?
There is an infinite amount
There are no prime numbers above 100?
There are an infinite amount of prime numbers greater than 100
What is the largest prime number in 9 bit register?
Well, there is an infinite number of numbers, so technically, there is an infinite amount of prime numbers.
Is there a 'biggest prime number'?
No. Euler roved that there are an infinite amount of prime numbers.
What are the two prime numbers that the product is an even number?
There are an infinite amount of such numbers.
Why can a prime number not be abundant?
Prime numbers are abundant, in fact there is an infinite about of prime numbers. There is just and infinitely greater amount of non-prime numbers.
