Question

Give a unique example of each;
1.An absolute value equation with two solutions
2.An absolute value equation with one solution
3.An absolute value equation with no solutions

Answer 1

All right, so, the first isn't too hard to imagine:
\[
|x|=c\\
c>0
\]For any \(c\). The second, we have to have at the vertex, right? Since it's only a point, thus:
\[
|x|=0
\]And, for the third, simply anything that is not on the graph:
\[
|x|=c\\
c<0
\]And, we're done.

Answer 2

1. |z+3| = 5
2. |x +4| =0
3. |x+6| = -7

Answer 3

Thank youu:)

Answer 4

No prob