As part of a data visualization training for quality assurance, you need to create a reference line on a control chart representing a constant lower specification limit defined by the equation $y = -1$. Recall the process of graphing this equation by plotting points. Arrange the steps in the correct order from start to finish.

A facility technician is mapping a building's subterranean utility lines on a coordinate plane. One specific utility line is modeled by the equation $y = -1$. When graphing this line by plotting points, which of the following sets of ordered pairs correctly represents points where the $y$-coordinate remains the constant value required by the equation?

An architectural draftsman is creating a blueprint for a building extension. A horizontal structural beam is located along a coordinate line defined by the equation $y = -1$. To correctly graph this beam on the grid by plotting points, match each graphing component with its correct description or value.

A building inspector uses a coordinate grid to map the elevation of a subterranean drainage pipe modeled by the equation $y = -1$. When creating a table of values to graph this pipe by plotting points, the inspector selects several different $x$-coordinates. For every ordered pair generated, the $y$-coordinate must always be the constant value ____.

A facilities manager is mapping the layout of a cooling system in a data center using a coordinate grid. A main coolant pipe follows a horizontal path represented by the equation $y = -1$. True or False: To graph this pipe by plotting points, the manager must use a constant value of -1 for the $y$-coordinate in every ordered pair, regardless of the $x$-values selected for the table.