In Discover you plotted the points (θ, y-coordinate of P(x, y)) where P is the intersection of the terminal arm and the unit circle. You may recall from Lesson 4 that the y-coordinate of P(x, y) corresponds to sin θ if P is on the unit circle. This means the points you plotted in Discover are (θ, sin θ) or the function y = sin θ. A similar process can be used to produce a graph of y = cos θ. As in previous modules, y = sin θ and y = cos θ can also be represented using function notation as f(x) = sin θ and f(x) = cos θ.
Use Cosine Table and Graph Template to respond to the following questions.
Label the y-intercept.
What is the range of the graph?
Save your copy of Cosine Table and Graph Template in your course folder.
With a partner or group, discuss the following questions based on the graph you created in Try This 2.
If required, place a record of your discussion in your course folder.