Weitere Beispiele werden automatisch zu den Stichwörtern zugeordnet - wir garantieren ihre Korrektheit nicht.
It is based on ideas such as divisibility and congruence.
However, n may be composite even if this divisibility holds.
The following laws can be verified using the properties of divisibility.
In this book he proposed an alternative algorithm on divisibility.
These considerations outweigh the convenient divisibility of the number 360.
As a simple example, the divisibility order on the natural numbers is an antisymmetric relation.
For a 3-digit number in base 10, this number has a relatively simple divisibility test.
The activity of the retina also has a quantitative extensive divisibility.
Divisibility and exclusion are difficult, as it is often not possible to draw clean property rights around environmental services or resources.
This can be used for manual modulo calculation, or as a divisibility test.
Then by the strong divisibility property, and therefore .
The set of natural numbers equipped with the relation of divisibility.
However, Schopenhauer claimed that divisibility is instead based on the principle of contradiction.
These objects, therefore, are mediately represented by the conception of divisibility.
But, when factoring for tests teachers are looking for the even divisibility of the numbers.
Therefore, "greatest" is meant for the relation of divisibility.
Divisibility by 7 can be tested by a recursive method.
Divisibility properties can be determined in two ways, depending on the type of the divisor.
The factors of 10 include 4 and 25, and divisibility by those only depend on the last 2 digits.
This divisibility is useful when trading and when sharing out sums of money.
Kant said that the divisibility of matter occurred according to the category of quality.
The condition of divisibility of diagonal entries might not be satisfied.
Rules analogous to these for divisibility by 9 are used in the method of casting out nines.
There are divisibility rules which allow one to recognize certain divisors of a number from the number's digits.
The divisibility condition is necessary but not sufficient.