Math Question
![Lily begins solving the equation \( 4(x-1)-x=3(x+5)-\quad \) How can her partial solution be interpreted?
11. Her work is shown below.
\[
4(x-1)-x=3(x+5)-11
\]
The equation has one solution: \( x=0 \).
\( 4 x-4-x=3 x+15-11 \)
The equation has one solution: \( x=8 \).
\( 3 x-4=3 x+4 \)
The equation has no solution.
The equation has infinite solutions.](https://d3hlidq5bf9vg0.cloudfront.net/app-server-student/2022/4/5/e0c03883-e251-49d2-be49-246ffa626f8a.png "Lily begins solving the equation \( 4(x-1)-x=3(x+5)-\quad \) How can her partial solution be interpreted?
11. Her work is shown below.
\[
4(x-1)-x=3(x+5)-11
\]
The equation has one solution: \( x=0 \).
\( 4 x-4-x=3 x+15-11 \)
The equation has one solution: \( x=8 \).
\( 3 x-4=3 x+4 \)
The equation has no solution.
The equation has infinite solutions.")
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