The lines \(x = -3\) and \(x = -3\) are actually the same vertical line. This line consists of all points where the x-coordinate is \(-3\), and the y-coordinate can be any real number. Since the two lines are identical, they do not intersect in a specific point; instead, they overlap completely.
In other words, every point on the line \(x = -3\) can be described as \((-3, y)\), where \(y\) can be any real number.