Level:
Project ID:
1103109004
Accepted:
1
Clonable:
0
Easy:
0
Let \( p \) be the line with the equation \( x-2y-1=0 \) and let \( S \) be the point with coordinates \( [2;2] \) (see the picture). Find the general form equation of the line \( p' \) which is the image of the line \( p \) in the point symmetry with the centre in \( S \).
\( p'\colon x-2y+5=0 \)
\( p'\colon 2x-4y+9=0 \)
\( p'\colon x-2y+4=0 \)
\( p'\colon x-2y+6=0 \)