You have graphed each constraint from the unit problems presented in how many of

 

You have graphed each constraint from the unit problem, presented in How Many of Each Kind?, on its own set of axes. Each graph shows you a picture of what that constraint means. Now you will combine the constraints to create one picture of all of them together. 1. Begin with one of the constraints that you worked with before. Using a colored pencil, color the set of points that satisfy this constraint. (Unlike your work on Picturing Cookies-Part I, do not color the points that fail to satisfy the constraint.) 2. Now choose a second constraint from the problem. a. On the same set of axes, using a different color, color the set of points that satisfy this new constraint. b. Using your work so far, identify those points that satisfy both of the constraints. 3. Continue with the other constraints. Use the same set of axes and a new color for each new constraint. a. Color the set of points that satisfy each new constraint. b. After graphing each new constraint, identify those points that satisfy all the constraints graphed so far. 4. When you have graphed all the constraints, look at your overall work. Make a single new graph that shows the set of all those points that represent possible combinations of the two types of cookies the Woos can make. In your graph, show all of the lines that come from the constraints. Label each line with its equation.