Graph the following linear equation \( x=11 \)

To graph the equation \( x=11 \), you’ll be drawing a vertical line. This line will be parallel to the y-axis and will intersect the x-axis at the point (11, 0). Every point on this line has an x-coordinate of 11, meaning no matter what y-value you choose, as long as x is 11, you’ll be on the line. It's a direct and simple representation of how x remains constant while y varies! Now, let’s say you wanted to visualize this in real life! Imagine standing right at the street corner where the street numbered 11 is located. Every time you move up or down the streets (the y-axis), you're still right there on that street! So, whether you're at 11th & 1st or 11th & 22nd, you’re always along that same line. How cool is that?