This concise mathematics tutorial demonstrates the specific rules for graphing horizontal and vertical lines on a coordinate plane. The narrator clarifies the difference between equations starting with "x =" versus "y =", using visual examples to show how constant values translate into straight lines. The video moves from explanation to verification using coordinate points, helping students understand the logic behind the rules rather than just memorizing them. The content focuses on two key themes: understanding the geometric representation of constant variables (x = c as vertical, y = c as horizontal) and verifying these graphs using coordinate pairs. By plotting specific points like (3,0), (3,2), and (3,5), the video reinforces the concept that a vertical line represents a set of points where the x-value remains unchanged regardless of the y-value. For educators, this video is an excellent tool for introducing or reviewing special linear equations in Algebra I or Pre-Algebra. It addresses the common student confusion between the axis direction (x-axis is horizontal) and the line direction (x = number is vertical). The clear, high-contrast visuals and inclusion of practice problems make it suitable for direct instruction, homework support, or a quick refresher before a graphing unit.