Question

- (- (-(-...))) - 33 = -25 пж ответьте​

Answer 1

Ответ:

-(-(-(-8))) все равно будет 8, так что ответ:8

Answer 2

Let's simplify the expression step by step:

• (- (-(-...))) refers to an infinite number of negations. When we have an even number of negations, the sign remains positive, and when we have an odd number of negations, the sign becomes negative.

Let's assume that the number of negations is N.

If N is even, the expression becomes (-1)^N * (-(-(-...))), which simplifies to (-1)^N * (-1)^N * (-(-(-...))). Since (-1)^N * (-1)^N is always positive, the expression becomes (-(-(-...))), which is equivalent to the expression itself.

If N is odd, the expression becomes (-1)^N * (-(-(-...))), which simplifies to (-1)^N * (-1)^N * (-(-(-...))). Since (-1)^N * (-1)^N is always negative, the expression becomes -(-(-...)), which is equivalent to the expression itself with one less negation.

Therefore, the expression -(-(-...)) can be simplified to either the expression itself or the expression with one less negation, depending on the parity of the number of negations.

Now, let's consider the equation -(-(-...)) - 33 = -25.

If we assume that -(-(-...)) equals x, then the equation becomes:

x - 33 = -25

Simplifying further, we add 33 to both sides:

x = -25 + 33

x = 8

Therefore, if -(-(-...)) represents 8, the equation -(-(-...)) - 33 = -25 holds true.

However, if -(-(-...)) represents -8, then the equation would be -8 - 33 = -41, which is not equal to -25.

In conclusion, the value of -(-(-...)) cannot be determined solely based on the given equation.