SOLUTION: Write an absolute value equation representing the following; then solve the equation
Explain why | x - 4 | = -2 has no meaning in relation to the number line
Algebra.Com
Question 996722: Write an absolute value equation representing the following; then solve the equation
Explain why | x - 4 | = -2 has no meaning in relation to the number line
Answer by josgarithmetic(39617) (Show Source): You can put this solution on YOUR website!
You have already an absolute value equation written. It is wrong because the meaning of absolute value is distance from zero on the number line - NOT direction from zero on the number line. Distance is fundamentally not a signed number, and so is considered non-negative.
RELATED QUESTIONS
Write an absolute value equation representing the following; then solve the equation:... (answered by Boreal)
Write an absolute value equation representing the following; then solve the equation... (answered by stanbon)
Write an absolute value equation representing the following; then solve the equation.... (answered by Theo)
Explain why the absolute value equation |x| = -2 has no solution. (answered by ikleyn)
A. Does the following equation have one solution, two solutions or no solutions?... (answered by Edwin McCravy)
Write an absolute value equation that has the solutions
x=2
x=2
and... (answered by ikleyn)
Write an absolute value equation that has the solutions x=2x=2 and... (answered by ikleyn)
Explain why the absolute value inequality |2c-5| + 9 < 4 has no solution. (answered by Edwin McCravy)
Explain why solving an equation containing one absolute value expression does not apply... (answered by tommyt3rd)