LESSON 1 ➤ How to graph cosecant [csc] functions step-by-step by first graphing the reciprocal sine function. Comparing and contrastingsine and cosecant functions. Identifying vertical asymptotes, understanding why they occur, and where. Students are first introduced to the graph of the parent cosecant function y=cscx by evaluating the unit circle to fill in the Table of Values. Students are also given the graphs of cosecant functions and show algebraically that there are, in fact, asymptotes by plugging in those asymptote x-values and reaching undefined values.

LESSON 2 ➤ How to graph secant [sec] functions step-by-step by first graphing the reciprocal cosine function. Comparing and contrastingcosine and secant functions. Identifying vertical asymptotes, understanding why they occur, and where. Students are first introduced to the graph of the parent secant function y=secx by evaluating the unit circle to fill in the Table of Values. Students are also given the graphs of secant functions and show algebraically that there are, in fact, asymptotes by plugging in those asymptote x-values and reaching undefined values.

LESSON 3 ➤ How to graph tangent [tan] functions step-by-step with vertical asymptotes and 5 critical points. Students are first introduced to the graph of the parent secant function y=secx by evaluating the unit circle to fill in the Table of Values. Identifying vertical asymptotes, understanding why they occur, and where. Students are also given the graphs of tangent functions and show algebraically that there are, in fact, asymptotes by plugging in those asymptote x-values and reaching undefined values.

LESSON 4 ➤ Introducing the basic graph of cotangent parent function with Table of Values by evaluating the unit circle using the cotangent equation [y=cotx]. How to graph any cotangent function transformation [y=acot(bx-c)+d] step-by-step with vertical asymptotes and 5 critical points. Comparing and contrasting reciprocal trigonometric functions [cotangent vs. tangent] graphs, equations, and properties (domain, range, period, etc.).

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Graph All 6 Trigonometric Functions [Sin, Cos, Tan, Csc, Sec, Cot]

✫ CHECK OUT my Related Bundle: Graph Sine & Cosine Functions Step-by-Step

✫ CHECK OUT my Related Lesson: Graphing and Evaluating Inverse Trig Functions

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This package includes 72 quality pages!

INCLUDED:

- 4 Full Lessons Discovery Packets [21 pages]

- 5 Double-sided worksheets [26 graphing exercises]

-4 Detailed Reference Sheets

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1) Introduction to the Unit Circle

2) Full Unit: Unit Circle, Angles & Radians, Angular/Linear Speed & Arc Length/Area of Sector

3) Introduction & Graphing Sine and Cosine Functions

4) Graph Sine, Cosine & Tangent Functions Step-by-Step

5) Graphing Other Trig Functions [tan, cot, sec, csc]

6) Graphing ALL 6 Trigonometric Functions

7) Graphing and Evaluating Inverse Trig Functions

8) Mega-Bundle: Evaluate Trig & Inverse Trig Functions / Graph ALL 6 Trig Functions

9) Polar & Rectangular Coordinates and Equations

10) Complex Numbers: Polar and Rectangular Forms

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