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1. NAME The Unit Organizer 4 BIGGER PICTURE DATE C30 MATH NEXT UNIT /Experience LAST UNIT /Experience 2 3 CURRENT UNIT 1 An Introduction to Circular Functions (Ch.1) Graphs of the Circular Functions (Ch. 2)) Solving Triangles (Ch. 3) 8 UNIT SCHEDULE UNIT MAP is about... 5 Solving Equations Containing Circular Functions Graphing the circular functions and applications of these graphs to real world situations 2.1 Graphs of y=sin x y=cos x, y=tan x Graphs of sin y= cos x tan 2.2 Graphs of y=Asin Bx y=Acos Bx, y=Atan Bx Applications 2.3 Graphs of y=Asin B(x-C)+D y=Acos B(x-C)+D, y=Atan B(x-C)+D Graphs of the Reciprocal functions Graphs of sin y=A cos Bx tan Graphs of sin y=A cos B(x-C)+D tan 2.4 Graphs of the Reciprocal Fns 2.5 Applications of Circular Fns 2.6 Solving Equations Containing Circular Fns Unit Exam • What are the key characteristics that I use to graph y=sin x, y=cos x and y=tan x? Make a sketch of • one positive and one negative period of y=sinx, y=cos x and y=tan x. • What is amplitude? Period length? How do I determine amplitude? Period length? • How does A change the graph? How does B? How does C? How does D? • Practice graphing functions that have A, B, C and/or D present in them. • 4. How do I graph the reciprocal functions? • 5. Practice solving word problems that apply these graphs to real world situations. • 6. How do I solve equations containing circular functions? 6 UNIT SELF-TEST QUESTIONS RELATIONSHIPS UNIT 7

2. NAME The Unit Organizer DATE Graphs of the Circular Functions (Ch. 2)) Expanded Unit Map 9 is about... UNIT MAP Solving Equations Containing Circular Functions Graphing the circular functions and applications of these graphs to real world situations Graphs of sin y= cos x tan Applications Graphs of the Reciprocal functions Graphs of sin y=A cos Bx tan Graphs of sin y=A cos B(x-C)+D tan 10 NEW UNIT SELF-TEST QUESTIONS