What's the Point (Part 2) 1) Show that the following points are solutions to the equation: y = ; x - 3. (2, -2) (-2,-4) YA 2) Graph the line: y = 5x - 3. 3) Do the points (2, -2) & (-2, -4 ) lie directly on the line you graphed? 4 ) Choose two additional points that lies on the graph the line y = =x - 3. Show algebraically that the points you chose are also solutions to the equation: y = 5x - 3. 5) Based on your answers in #1, 3, and #4, complete the following statement: All points that are solutions to y = $x - 3 will lie the line. below, on, above Graph the line: y = - x + 1 on the same coordinate plane above. Do the lines y = x - 3 & y = -x + 1 have any points in common? If so, list them here. Is the point you listed in #7 a solution to both equations y = x - 3 & y = - x + 1? Explain how you know? Summarize how you can find a solution that satisfies two linear equations simultaneously, by looking at their graphs