This video tutorial explains how to find solutions to systems of equations by graphing. It covers graphing lines in slope-intercept form, identifying slopes and y-intercepts, and finding intersection points. The tutorial includes examples with different types of slopes, including negative and fractional slopes, and discusses scenarios with no solutions, such as parallel lines. The video concludes with additional resources for further learning.

What is the main goal when looking for the solution to a system of equations?

How do you identify the y-intercept from a linear equation in slope-intercept form?

What does it mean if two lines are parallel when graphing a system of equations?

What can you conclude if the slopes of two lines are the same but their y-intercepts are different?

Describe the process of finding the intersection point of two lines.

Explain the significance of the slope in graphing a line.

How can you verify that a point is a solution to a system of equations?