1. 4.1-4.5 Practice

2. Graph and find the following (unless it doesn’t apply to that type of graph): amplitude, period, increment, sinusoidal axis, starting point, domain, range, asymptotes, relative max and mins. 3sin(x/2 - ∏) - 3

3. Graph and find the following (unless it doesn’t apply to that type of graph): amplitude, period, increment, sinusoidal axis, starting point, domain, range, asymptotes, relative max and mins. -2cos(2x - ∏/3)

4. Graph and find the following (unless it doesn’t apply to that type of graph): amplitude, period, increment, sinusoidal axis, starting point, domain, range, asymptotes, relative max and mins. 4sec(∏x/2 - 3) +1

5. Graph and find the following (unless it doesn’t apply to that type of graph): amplitude, period, increment, sinusoidal axis, starting point, domain, range, asymptotes, relative max and mins. -tan(∏x - 2∏) + 4

6. Graph and find the following (unless it doesn’t apply to that type of graph): amplitude, period, increment, sinusoidal axis, starting point, domain, range, asymptotes, relative max and mins. -csc(x ∏ /3 - ∏/4)

7. Graph and find the following (unless it doesn’t apply to that type of graph): amplitude, period, increment, sinusoidal axis, starting point, domain, range, asymptotes, relative max and mins. -5cot(2x + 3) + 2

8. Homework 1)3tan(2x – 4) + 1 2)-4sec(3x + ∏) - 2 3) 2csc(∏ x/2-∏/3) 4) -cot(x/3+ ∏/4) Graph and find the following (unless it doesn’t apply to that type of graph): amplitude, period, increment, sinusoidal axis, starting point, domain, range, asymptotes, relative max and mins.