Examples of using A positive integer in English and their translations into Hungarian
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I have chosen a positive integer.
A positive integer that has exactly two.
The form 1n, where n is a positive integer.
Let n be a positive integer and put N={1, 2,…, n}.
The form 1n, where n is a positive integer.
People also translate
N is a positive integer, such that 2n+1 and 3n+1 are both square numbers.
Input: A number as a positive integer.
A positive integer n is a largely composite number if d(n)≥ d(m) for all m≤ n.
The first term of a sequence(an) is a positive integer.
There are given a positive integer m and an infinite sequence a1.
There are given a simple graph and a positive integer n.
Prove that there exists a positive integer n, such that A. an+B. bn+C. cn is a composite number.
The first line of each test case contains a positive integer K.
We say that a positive integer is lazy if it has no prime divisor greater than\(\displaystyle 3\).
Msgstr"The value for clock skew must be a positive integer.".
So we just have to find a positive integer that is not divisible by 2 or 3, by neither 2 nor 3.
You should write a function that will receive a positive integer and return.
When a man proves a positive integer to exist, he should show how to find it.
For example, it is not possible in pureXML to require that an attribute value be a positive integer.
A positive integer number is perfect if the sum of its positive divisors is equal to the given number.
The related concept of largely composite number refers to a positive integer which has at least as many divisors as any smaller positive integer. .
A positive integer is called differential if it can be written as a difference of squares of two integers. .
Prove that if p>q are relatively prime positive integers, and s is a positive integer such that s p, then it is possible to achieve that one container have exactly s litres of water in it.
A positive integer\(\displaystyle n\) is said to be exotic if it is divisible by the number of its positive factors.
Secondly, they felt that traditional DTD notation didn't allow document type designers the power to impose enough constraints on the data- for example, the ability to say that a certainelement type must always have a positive integer value, that it may not be empty, or that it must be one of a list of possible choices.
We say that a positive integer n is delicious if the sum of its digits is divisible by 17 and the same holds for n+10.
The number of integers coprime to a positive integer n, between 1 and n, is given by Euler's totient function(or Euler's phi function) φ(n).
A positive integer can be represented as a sum of two squares precisely if its prime factorization contains no odd powers of primes of the form 4k+ 3.
Let A be a positive integer, and let B denote the number obtained by writing the digits of A in reverse order.
There is given a positive integer n and some straight lines in the plane such that none of the lines passes through(0,0), and every lattice point(a, b), where 0 a, b n are integers and a+b>0, is contained by at least a+b+1 of the lines.