Приклади вживання Prime numbers Англійська мовою та їх переклад на Українською
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Vasya and prime numbers.
Prime numbers are infinitely many.
So both of these are prime numbers.
I think prime numbers are like life.
Is there any pattern in prime numbers[closed].
All prime numbers bigger than 2 are odd numbers. .
Find the first 2 prime numbers: 2 and 3.
I am unable to find any relation between prime numbers.
They are called prime numbers because….
Is there any Formula for successive prime numbers?
There are only two prime numbers between 10 and 14.
What are the consequences of revealing pattern in prime numbers?
All prime numbers are odd except for the number two.
Choose two different prime numbers p and q.
Prime numbers are what is left when you take all the patterns away.
Is there any relation between prime numbers and$\sqrt 2$?
The prime numbers form a multiplicative basis for the set of natural numbers. .
Conjecture that there may be no pattern in prime numbers.
How to generate all prime numbers between two given numbers in Excel?
All the buses' passengers fan out into rooms usingunique room-assignment schemes based on unique prime numbers.
Why are mathematicians looking for Prime numbers with millions of digits?
Large prime numbers are a great way of testing the speed and accuracy of computer chips.
With a given basis of the first few prime numbers{2, 3, 5}, the"first turn" of the wheel consists of:.
Vinogradov's second method(1937) made it possible to evaluatetrigonometric sums in which summation is carried out over prime numbers:.
The function f takes as inputs two prime numbers p and q in binary notation and returns their product.
Since prime numbers are so important in cryptography, it is likely that quantum computers would quickly be able to crack many of the systems that keep our online information secure.
Now if we are curious, we may wonder,"How many prime numbers are there?- and how big do they get?".
The first problems of prime numbers were concerned with how frequently primes occur in the natural sequence and how far they are from each other.
As an example, look at the problem of finding all prime numbers, not exceeding N(sieve of Eratosthenes), where N is set when the program starts.
Since prime numbers are so crucial in cryptography, it's probable that quantum computers would quickly be in a position to crack lots of the systems that keep our on-line information secure.