Примери за използване на Is not divisible на Английски и техните преводи на Български
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Prove that is not divisible by 3;
The fraction is automatically in lowest terms if is not divisible by or.
A number num is not divisible by 3 and 7 simultaneously exactly when(num%(3*7)== 0).
Prove that there exists a prime number such that for every integer,the number is not divisible by.
Because 154 is not divisible by 3, it's also not going to be divisible by 6.
Thus, the entire period of pregnancy- 280 days- in obstetrics is not divisible by 9 months, and 10.
One extraction is not divisible by two, so the fight is going to be serious.
Find one pair of positive integers such that is not divisible by, but is divisible by.
If your mesh size is not divisible by eight, round up the result to the nearest whole number(eg, 22.5 becomes 23).
And that, where andare positive integers and is not divisible by the square of any prime, find.
Prove that one can achoeve a state with only two markers remaining iff(if and only if) is not divisible by.
By 2 and by 3, while 7,in fact, is not divisible by whatever, it is prime number.
Suppose and are positive integers with, and, where andare integers and is not divisible by 10.
That will satisfy our 3 divisibility rule, but 3 is not divisible by 9, so our number will not be divisible by 9.
Can one find 4004 positive integers such that the sum of any 2003 of them is not divisible by 2003?
There is very simple reason for this, because 36 is not divisible by seven, and it would have been nice if it were divisible. .
Let be the least nonnegative integer such that the coefficient is not divisible by p.
Its radius is, where,,,and are positive integers, is not divisible by the square of any prime, and and are relatively prime.
If is a prime number such that is divisible by but not by,show that for every integer, is not divisible by.
Given that, wherer andare positive integers and is not divisible by the square of any prime, find.
Find the greatest positive integer for which there exist nonnegative integers, not all zero, such that for any from the set,not all zero, is not divisible by.
If the area of the triangle is where andare integers and is not divisible by the square of a prime, find.
(b) Show that if the number of vertices is not divisible with 3, then can be triangulated such that exactly 2 vertices have an even number of triangles.
The area of traingle is, where andare positive integers and is not divisible by the square of any prime.
If we add all these quantities,we get something which is not divisible by(it's), but, on the other hand, because the residues are the same as the residues, so we have a contradiction.
The radius of this last sphere is where andare positive integers, and is not divisible by the square of any prime.
The probability that either one arrives while the other is in the cafeteria is and where andare positive integers, and is not divisible by the square of any prime.
It is given that can be written in the form where andare positive integers, is not divisible by the square of any prime, and and are relatively prime.
The probability that either one arrives while the other is in the cafeteria is and where andare positive integers, and is not divisible by the square of any prime.
We can assume that an integer n is a prime number if n>1 and n is not divisible by a number between 2 and n-1.