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Q: What mathematician proved that there are infintely many prime numbers?
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Related questions

Who is the greek mathematician who introduce the prime numbers?

greek numbers


Who proved there are infinite prime numbers?

Euclid


Who found prime numbers?

ancient Greek mathematician name not mentioned


Who invented prime number?

prime numbers are invented by srinivasan ramanujan, an Indian mathematician.


Has the twin-prime conjecture been proved?

Has the "twin prime conjecture" been proved? God is a mathematician...prove it! Best of luck from pete mcclure...see geometrical/mathematical art at: http:/peterhugomcclure.com and have a nice Life


Which mathematician best known for his work in geometry discovery that there is an infinite number of prime numbers?

Leonhard Euler


Who was the mathematician who suggested a simple method for finding the prime numbers up to a given natural number?

The method of sieving the multiples of prime numbers until only the prime numbers remain, while attributed to Eratosthenes, is originally thought to have been the work of Nicomachus.


How was the Mathematician who found a very simple method for finding the prime and composite numbers in the third century BC?

Eratosthenes


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.


How many primes numbers are in the world?

There is infinite amount of prime numbers. The largest known prime number is 243,112,609 − 1. It is a number with thirteen million digits. Greek mathematician Euclid proved it with the fact that if you multiply any given set of prime numbers and ad 1 you get either a prime number, or one that has smaller prime numbers - none of which is part of the original set. Example set: 2, 3, 5 2*3*5=30 30+1=31 Because of the added one, 31 is not divisible by 2, by 3, or by 5. (In this case, it happens to be a prime number.) For more info and more proofs that there is infinite number of prime numbers, check related link.


What was the contribution of euclid in number system?

Euclid contributed to number theory, which is the study of integers. He worked on prime numbers and divisibility. He proved the infinitude of prime numbers, which had not been proven before.


Who was the mathematician who discovered the largest prime number that exists?

It has been proven that there is no largest prime number. You can find a list of the largest KNOWN prime numbers here: http://en.wikipedia.org/wiki/Largest_known_prime_number