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1 vote
Which equation has no solution

Which equation has no solution-example-1

2 Answers

3 votes

answer : |4x-2| = -6

Absolute value is the distance of x from 0

The solution of absolute value cannot be negative

Distance is always positive. So solution of absolute value cannot be negative.

|4x-2| = -6

The distance cannot be -6. So there is no solute for this equation.

The other equations have only positive value or 0 on the right side. so other three absolute equation can be solved.

so |4x-2| = -6 has no solution

User Nikolay Kostov
by
8.7k points
6 votes

Answer:

|
4x-2|
=-6

Explanation:

1. By definition, an absolute value is always expressed as a positive number or zero.

2. Based on the information shown above, when you have an equation as the equation of the first option ( |
4x-2|
=-6), you can conclude that this equation has no solution, because it is impossible to have an absolute value equal to -6.

3. Therefore, as you can see, the answer is the first option: |
4x-2|
=-6.


User Ossentoo
by
8.1k points

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