1. Solving Systems Graphically Page 1

2. In 5-13, solve each quadratic-linear system graphically, showing the graphs of both equations on the same axes for the interval -2 ≤ x ≤ 2. xy1y1 y2y2 -240 11 002 113 244 Find where the quadratic equation is symmetric y = x 2 y = x + 2

3. In 5-13, solve each quadratic-linear system graphically, showing the graphs of both equations on the same axes for the interval -2 ≤ x ≤ 2. xy1y1 y2y2 -2 1 12 023 114 2-25 y = 2 - x 2 y = x + 3

4. In 5-13, solve each quadratic-linear system graphically, showing the graphs of both equations on the same axes for the interval -2 ≤ x ≤ 2. xy1y1 y2y2 -288 26 004 122 280 y = 2 x 2 y = -2 x + 4

5. In 5-13, solve each quadratic-linear system graphically, showing the graphs of both equations on the same axes for the interval -2 ≤ x ≤ 2. xy1y1 y2y2 -2 6 44 062 140 2-2 Solve equation for y y = 6 - 2x 2 2 x + y = 2

6. In 14-22 Graph the quadratic and linear equations over an appropriate interval. Find any solutions to the pair. xy1y1 y2y2 -24 0-40 1-51 2-42 33 444 y = x 2 – 2x - 4 y = x

7. In 14-22 Graph the quadratic and linear equations over an appropriate interval. Find any solutions to the pair. xy1y1 y2y2 -49-3 4 -211 03 015 147 299 y = x 2 +2x + 1 y = 2x + 5

8. In 14-22 Graph the quadratic and linear equations over an appropriate interval. Find any solutions to the pair. xy1y1 y2y2 -5 00-4 13-3 24-2 33 400 5-51 y = 4x - x 2 y = x - 4