Question

Сколькими способами можно представить число -35 в виде произведения трёх различных сомножителей? произведения отличающиеся только порядком сомножитель считается одинаковым​

Answer 1

Ответ:

-1 *5 *7 = -35

1*(-5)*7 = -35

1*5*(-7) = -35

-1 * 1 * 35 = -35

1*(-1)*35 = -35

1*1*(-35) = -35

Пошаговое объяснение:

Answer 2

Number of Ways to Represent -35 as a Product of Three Distinct Factors

To find the number of ways to represent the number -35 as a product of three distinct factors, we can consider the prime factorization of -35.

The prime factorization of -35 is -1 * 5 * 7. Since we are looking for three distinct factors, we need to consider all possible combinations of these prime factors.

Let's break down the possibilities:

1. -1 * 5 * 7: This is one way to represent -35 as a product of three distinct factors.

Therefore, there is one way to represent -35 as a product of three distinct factors.