Which of the following lines is parallel to $$ x=4 $$ ? (2 points) $$ \begin{array}{l}y y=9 \ x=4 \ x=y\end{array} $$ $$ \begin{array}{l}x=2 \ x\end{array} $$

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The line $$ x = 4 $$ is a vertical line. Lines that are parallel to a vertical line are also vertical lines.

Among the options provided:

1. $$ y = 9 $$ - This is a horizontal line.
2. $$ x = 4 $$ - This is the same line, so it is parallel.
3. $$ x = y $$ - This is a diagonal line, not vertical.
4. $$ x = 2 $$ - This is a vertical line, and therefore parallel to $$ x = 4 $$.

So, the lines that are parallel to $$ x = 4 $$ are $$ x = 2 $$ and $$ x = 4 $$.

Thus, the answer is $$ x = 2 $$.
The answer is $$ x = 2 $$.

Which of the following lines is parallel to \( x=4 \) ? (2 points) \( \begin{array}{l}y y=9 \\ x=4 \\ x=y\end{array} \) \( \begin{array}{l}x=2 \\ x\end{array} \)

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