__PART 1: Unit Circle and Parent Graphs__- You must be able to accurately draw all six trigonometric graphs (no shifts, parent graphs) on a labeled axis very quickly.

*(Big Thanks to Noemmi G. period 4 for the video!)*

__PART 2: Shifted Trigonometric Graphs and their parts__- You will not be filling out complete templates for every problem. Instead, you will be given 12 functions and I will ask for a certain part or two for each of them. Namely, I will be focusing on:
- Period
- Sin,Cos,Sec,Csc - 2pi/b
- Tan,Cot - pi/b
- Amplitude
- Sin,Cos = |a|
- Sec,Csc = no amplitude, BUT we use the amplitude of |a| from cos,sin (respectively) in our graph
- Tan,Cot = no amplitude
- Domain
- sin,cos = (-inf,inf)
- csc,sec = x cannot = asymptotes... and to find the asymptotes you have to be able to see the graph to see where sin,cos = 0. Plug into the formula x="first one" +/- HALF THE PERIOD(n)
- cot,tan = x cannot = asymptotes...and to find the asymptotes you DO NOT have to do any graphing! Just use the formulas b(x-h) = pi/2 (tan) and b(x-h) = 0 (cot) and then plug into the formula x= "first one" +/- THE PERIOD(n)
- Range
- sin,cos = have to graph it and see where the highest and lowest points are; start low to high, will always be [y,y]
- csc,sec = have to graph it and see what is going on. Will be (-inf,y]U[y,inf)
- cot,tan = (-inf,inf)

__PART 3: Free response questions__- Three questions found somewhere within the "Big Questions" will be on the test. There will be space to draw a picture up top and then plenty of writing room :)

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