Sign in to view assessments and invite other educators
Sign in using your existing Kendall Hunt account. If you don’t have one, create an educator account.
In this lesson, students consider pairs of linear equations in familiar contexts, one where there is an equation constraining the possible combinations of two quantities and another where there is an initial value and a rate of change. Students interpret the meaning of points on and off the graphs of the equations. After revisiting the idea that coordinates for points on the graph make the associated equation true, students interpret the intersection point of two lines as a special case in which both equations are true. By examining several points on and off the lines, students make use of repeated reasoning to understand their connection to equations (MP8).
Let’s interpret the meaning of points in a coordinate plane.
None
Tell us about a typo, a broken link, or an improvement you’d like to see. We read every submission but can’t reply.
Have a question or need support instead? Visit our Contact Us page to reach our team.
to access Teacher Guide.
to access Curated Practice Problem Set.
to access Cool Down.