Question

|x|=2,7, |x|=0, |x|=-2,7

Answer 1

Ответ:

1) x1=-2,7 x2=2,7 2) x=0 3) не получиться ответ потому что стоит знак"-"

Answer 2

It looks like you're providing equations involving the absolute value of a variable x. The absolute value of a number is always a non-negative value, so let's break down the equations:

1. |x| = 2.7: This equation implies that the absolute value of x is equal to 2.7. This means x could be either 2.7 or -2.7.

2. |x| = 0: When the absolute value of x is 0, it means that x is equal to 0.

3. |x| = -2.7: This equation is not possible because the absolute value of any real number is always non-negative. There is no real value of x that will satisfy this equation.

So, the solutions to the equations are:

1. x = 2.7 and x = -2.7 for |x| = 2.7.
2. x = 0 for |x| = 0.
3. There is no real solution for |x| = -2.7.