In this lesson, we'll plot points in a rectangular coordinate system, identify points on a graph, verify solutions to an equation in two variables, complete a table of solutions to a linear equation, and find solutions to linear equations in two variables.

In this lesson, we'll find the relationship between the solutions of an equation and its graph, graph a linear equation by plotting points, and graph vertical and horizontal lines.

In this lesson, we'll identify the intercepts of a graph, find the intercepts from the equation of a line, graph a line using its intercepts, and choose the most convenient method to graph a line.

In this lesson, we'll use geoboards to model slope, find the slope of a line from its graph, find the slope of horizontal and vertical lines, use the slope formula to find the slope of a line between two points, and graph a line given a point and the slope.

In this lesson, we'll learn about the slope-intercept form of a line, and we'll graph lines given in slope-intercept form.

In this lesson, we'll learn what parallel lines and perpendicular lines are, see how the slopes of parallel and perpendicular lines relate to each other, and graph parallel and perpendicular lines.

In this lesson, we'll find an equation of a line given the slope and the y-intercept, given the slope and a point, and given two points. We'll also find an equation of a line that's either parallel or perpendicular to a given line.

In this lesson, we'll verify solutions to a linear inequality; recognize the relationship between the solutions of a linear inequality and its graph; graph linear inequalities; and solve applications using linear inequalities.

In this lesson, we'll find the domain and range of a relation, determine if a relation is a function, and evaluate a function at a given value.

In this lesson, we'll use the vertical line test, identify graphs of basic functions, and read information from the graph of a function.

A cheat sheet of all of the important topics from this unit.