Приклади вживання Natural number Англійська мовою та їх переклад на Українською
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Is not a natural number.
In this encyclopedia, zero is considered to be a natural number.
Is not a natural number.
Some disagreement exists as to whether zero should be considered a natural number.
Zero is a natural number.
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It does not matter that"n·n=25" is only true for a single natural number, 5;
The smallest natural number is 1.
Instead, the statement could be rephrased more formally as For some natural number n, n·n= 25.
The first natural number is 1.
In this sense, then, zero is a natural number.
Peano said that a natural number is defined as follows:.
Units It is the smallest natural number.
For some natural number n, n is even and n·n= 25.
Zero is not a natural number.
The smallest natural number is 1 andthere is no largest natural number.
Zero is the smallest natural number.
Smallest natural number is 1 but largest natural number cannot be found.
So, no 1/9 is not a natural number.
(8) for any quantity a and natural number n there exists a quantity b such that nb= a(possibility of division);
Every, I guess we could say, natural number less than 9.
To divide a natural number by a fraction, the number should be multiplied by a fraction the inverse of a given.
Let us denote two natural number as a and b.
Zero is not a natural number in Russian mathematical literature, but in the west literature on the contrary, it belongs to the set of natural numbers. .
Define a function f of a natural number x as follows:.
There is no biggest natural number, because whatever natural number you take, you can add 1 to it and resulting number will be bigger.
The addition and multiplication of natural numbers always yield a natural number.
When you add or multiply two natural numbers together,the result is always a natural number.
In Russian mathematical literature, zero is not a natural number, and in the western mathematical literature, it belongs to the set of natural numbers. .
In 1850, Sir Frederick Pollock conjectured that every natural number is the sum of at most eleven centered nonagonal numbers, which has been neither proven nor disproven.