Examples of using Is divisible in English and their translations into Russian
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Exactly one of a, b,c is divisible by 5.
An integer that is divisible by 2 is called even, and it can be represented in the form where.
An integer is called even if it is divisible by 2.
An abelian group is divisible if and only if it is p-divisible for every prime pp.
Between simple businessmen, Mr Mohammed,even peace is divisible.
It is also non-Hamiltonian when n is divisible by four, at least equal to 8, and k is n/2.
This means that either t r{\displaystyle t_{r}} or u r{\displaystyle u_{r}} is divisible by pp.
Pockets on both sleeves with Velcro for attaching tags or badges, 2 zippered front pockets,main zipper is divisible, inside zip pockets on left and right, chest pocket insets, hood with cord regulation and size adjustment Hood can be rolled up to a collar.
More strongly, Srinivasan(1948) observes that other than 1 and 2,every practical number is divisible by 4 or 6 or both.
The distribution of the total volume can be implemented in the course of Procurement of Goods if the Lot is divisible.
The first step is to test n for divisibility by each of the members of P;clearly if n is divisible by one of these primes, then we are finished already.
IFSG_COORDINDEX is similar to a VRML2.0 coordIdx[] set; however it must exclusively describe triangular faces,which implies that the total number of indices is divisible by 3.
And in any directed cycle graph, there is only one cycle,so every cycle's length is divisible by n, the length of that cycle.
That is, the edges of the graph may be assigned a direction, and a number from the set{1, 2, 3},such that the sum of the incoming numbers minus the sum of the outgoing numbers at each vertex is divisible by four.
Each successive primorial is formed by multiplying a prime number pi by a smaller primorial that is divisible by both two and the next smaller prime, pi- 1.
An example of weak"features" is given in GENESIS 1:1-5:"The first and last words in the vocabulary arranged alphabetically have the numerical value divisible by 7; andif arranged in order of occurrence their numerical total is divisible by 7.
In Aristotle's ontology, quantity or quantum was classified into two different types, which he characterized as follows:'Quantum' means that which is divisible into two or more constituent parts, of which each is by nature a'one' and a'this.
Absence of primes to both sides of a factorial n! implies a run of at least 2n+1 consecutive composite numbers,since n!± k is divisible by k for 2≤ k≤ n.
It is equal to the least common multiple(LCM) of the denominators of these fractions, that is, the smallest number that is divisible by the denominator of the first and second fractions.
Invariants: If the surface is the quotient of a primary Kodaira surface by a group of order k=1,2,3,4,6,then the plurigenera Pn are 1 if n is divisible by k and 0 otherwise.
One of Burnside's best known contributions to group theory is his paqb theorem,which shows that every finite group whose order is divisible by fewer than three distinct primes is solvable.
In mathematics, a covering set for a sequence of integers refers to a set of prime numbers such that every term in the sequence is divisible by at least one member of the set.
Each maximal subgroup M has a certain nilpotent Hall subgroup Mσ withnormalizer contained in M, whose order is divisible by certain primes forming a set σM.
All books are divisible into two classes.
Of the six three-digit integers on the board, which are divisible by four?
The numerical values of all the main titles of jesus in greek are divisible by 8 e.g.
In fact, 630 is the only counterexample;all larger highly abundant numbers are divisible by 12.
In other words,objectives must be divisible into components, or modules, each of which can be independently produced.
M- 1{\displaystyle m-1}would not be divisible by p{\displaystyle p}, and thus n{\displaystyle n} would not be a Giuga number.
Since n(n -1) must be divisible by 4, n must be congruent to 0 or 1 mod 4; for instance, a 6-vertex graph cannot be self-complementary.