2.4 Graphing System of Linear Equations

These are your notes for today. You need to copy the notes from the text and from the videos. What is a system of linear equations? Having two or more linear equations together. Solve System of Equations by Graphing Follow along with the video by taking notes and graphing the examples on your own paper. Type your answer to the following question. How do you find the solution of two linear equations graphed on the same coordinate plane? On your own graph paper, graph the following systems at find their solutions. 1. y = 4x + 3 y = -x - 22. y = 3x - 4 y = (-1 + 33. y = -2x + 2 y = -2x - 24. y = (-1 - 1 y = (1 - 4 What if the equations are not in slope intercept form? How would you graph a system of linear equations if they are not given in slope-intercept form? See example below.2x + y = 83x - 2y = -16 Congratulations! You have completed the notes on Graphing Systems of Equations. Submit this assignment and return back to the Class Assignment sheet for today.