1. Systems of Linear Equations Recalling Prior Knowledge

2. Recall Prior Knowledge Graphing linear equations using a table of values (function table).

3. Recall Prior Knowledge To graph a linear equation, you can first construct a table of x and y values. For example, you substitute x = 0 in the equation y = 2x + 1 to get the corresponding value of y.

4. Recall Prior Knowledge x0123 y = 2x + 11357

5. Recall Prior Knowledge From the table of values, you plot the pairs of values on a coordinate grid. Then join the points using a straight line to graph the linear equation.

6. Recall Prior Knowledge

7. Quick Check Copy and complete the table of values for the linear equation. Then draw its graph on a coordinate grid.

8. Quick Check x0123 y = 5x????

9. Quick Check

10. Recall Prior Knowledge Graphing linear equations using slopes and y- intercepts.

11. Recall Prior Knowledge You can also graph linear equations by recognizing that linear equations have the form y = mx + b, where m is the slope and b is the y-intercept. For example, for y = 2x + 1, the graph has slope 2 and intersects the y-axis at 1.

12. Recall Prior Knowledge

13. Quick Check 1.y = 5x 2.y = 2x + 2 3.2y = x – 2

14. Quick Check

15. Assignment: Assessing Your Prior Knowledge You are assigned problems 1 – 19 on page 367 in the red algebra I book. Remember, you can use your notes from previous units as well as the red algebra I book if you need help correctly solving the problems.