SOLUTION: |x-6| = -2 |x-6| = -2 : |x-6| = 2 x = 4 x = 8 why is this wrong

Algebra.Com
Question 702366: |x-6| = -2
|x-6| = -2 : |x-6| = 2
x = 4 x = 8
why is this wrong

Answer by jim_thompson5910(35256)   (Show Source): You can put this solution on YOUR website!
The absolute value of any number is NEVER negative. So |x-6| = -2 has NO solutions.
RELATED QUESTIONS

Why is the quotient of x^8 and x^2 = x^6 and not... (answered by oberobic)
Please advise: Why wouldn't X=6 be a solution? 2b. 4-x/(x-2) = (-2)/(x-2) (answered by unlockmath)
6+X=X/2+8 (answered by jim_thompson5910)
|x/2-8|=6 (answered by CharlesG2)
6<2-x<8 (answered by scott8148)
8^x=2^6 (answered by ikleyn)
(-6) - 4 x 8 + 11 x... (answered by rfer)
4^x+2=8^x-6 (answered by Alan3354)
Explain why the quotient of x^8 and x^2 is x^6 instead of... (answered by nyc_function)