Question

| |x| - 2 | = 2 HELP ME PLS!!!

Answer 1

приложение Photomath, только не злоупотребляй

Answer 2

Ответ: -4;0; 4.

Объяснение:|x|-2=2  или   |x|-2= -2;

                    |x|=4         или   |x|=0;

                      x=±4 или    х=0.                      

Answer 3

To solve the equation | |x| - 2 | = 2, we need to consider the absolute value expressions separately. Let's break it down step by step:

1. Start with the equation: | |x| - 2 | = 2.

2. Remove the outer absolute value by considering two cases:

   a. Case 1: |x| - 2 = 2.
   b. Case 2: |x| - 2 = -2.

3. Solve Case 1: |x| - 2 = 2.

   a. Add 2 to both sides: |x| = 4.

   b. Now, consider two additional cases:

   i. Case 1a: x = 4. ii. Case 1b: x = -4.

4. Solve Case 2: |x| - 2 = -2.

   a. Add 2 to both sides: |x| = 0.

   b. Now, consider two additional cases:

   i. Case 2a: x = 0. ii. Case 2b: x = 0.

5. Collect all the solutions:

   x = 4, -4, 0.

Therefore, the solutions to the equation | |x| - 2 | = 2 are x = 4, x = -4, and x = 0.