В этой главе подробно рассматривают

В этой главе подробно рассматриваются деление и факторизация. Ранее мы сталкивались с ними в главе 3 (Пифагорийские тройки). Рассказывается, что такое можитель и делитель.
Рассматривается Алгоритм Эвклида как самый эффективный способ нахождения наибольшего общего делителя. Дается трехшаговый метод счета делителя и частного при помощи калькулятора. При помощи Алгоритма Евклида можно считать числа с сотнями и тысячами знаков. The number of steps in the Euclidean algorithm is at most seven times the number of digits in b.
Рассматривается множество примеров. Доказываются свойства Алгоритма Евклида и его преимущества перед другими методами. Дается определение простых чисел.

Результаты (английский) 1:

This chapter elaborates on the factorization and Division. Previously we faced them in Chapter 3 (Pifagorijskie Troika). Describes what možitel′ and divisor.Euclid's algorithm is considered as the most effective method of finding the greatest common divisor. Provides a three-step method and divider private accounts by using the calculator. Using the Euclidean algorithm can be considered to be the number of hundreds or thousands of characters. The number of steps in the Euclidean algorithm is at most seven times the number of digits in b. Seen many examples. Properties are the Euclidean algorithm and its advantages over other methods. The definition of primes.

Результаты (английский) 2:

In this chapter, the division and factorization discussed in detail. Previously, we were faced with them in Chapter 3 (Pythagorean triple). It is told that this mozhitel divider.
We consider the Euclidean algorithm as the most effective method for finding the greatest common divisor. We give a three-step method divider and private accounts using a calculator. With the help of the Euclidean algorithm can be considered as the number of hundreds or thousands of characters. The number of steps in the Euclidean algorithm is at most seven times the number of digits in b.
Are many examples considered. We prove properties of the Euclidean algorithm and its advantages over other methods. The definition of primes.

Результаты (английский) 3:

this chapter discusses in detail the division and factorization. previously, we have encountered them in chapter 3 (пифагорийские threes). that"s what можитель and divisor.the algorithm эвклида is regarded as the most effective way of the greatest common делителя. a method делителя трехшаговый accounts and private with this calculator. using the euclidean algorithm can be considered a number of hundreds and thousands of characters. the number of steps in the Euclidean algorithm is at most seven times the number of digits in b.seen a lot of examples. description of the properties of the euclidean algorithm and its advantages over other methods. given the definition of primes.