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(Random) 1.1.1 Choosing Appropriate Function Models - From Word Problems
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b. Find the x-intercepts of a Rational Function c. Find the y-intercepts of a Rational Function d. Finding vertical asymptotes of a Rational Function e. Finding horizontal asymptotes of a Rational Function f. Finding zeros of a Rational Function g. Finding end behavior of a Rational Function
b. Show how a point on the terminal side of an angle determines a reference triangle. c. Finding Sine and Cosine given coordinates on the Unit Circle d. Finding Sine and Cosine of Special Angles (Degrees) e. Finding Sine and Cosine of Special Angles (Radians) f. Finding Sine and Cosine given coordinates on the terminal side of an angle in Standard Position
b. Sinusoidal Functions - Writing Equations with Amplitude Changes c. Sinusoidal Functions - Writing Equations with Midline Changes d. Sinusoidal Function Transformations - Sketching Graphs with Period Changes e. Sinusoidal Functions Transformations - Sketching Graphs with Phase Shift Changes f. Sinusoidal Functions Transformations - Sketching Graphs with Vertical Shift Changes g. Sinusoidal Functions Transformations - Sketching Sin/Cos Graphs
b. Sinusoidal Function Context and Modeling - Using Max and Min values to Model a sinusoidal c. Sinusoidal Function Context and Modeling - Writing an equation from a Graph d. Sinusoidal Function Context and Modeling - Modeling a sinusoidal (identifying facts and writing equations)
b. Sine, Cosine, and Tangent - Finding Sin/Cos/Tan of Special Angles (Degrees) c. Sine, Cosine, and Tangent - Finding Sin/Cos/Tan of Special Angles (Radians) d. The Tangent Function - Comparing Tangent to Sin/Cos e. The Tangent Function - Tangent compared to slope to a terminal point f. The Tangent Function - Period of a Tangent Function g. The Tangent Function - Comparing Tangent to Sin/Cos h. The Tangent Function - Tangent compared to slope to a terminal point i. The Tangent Function - Period of a Tangent Function j. The Tangent Function - Asymptotes of Tangent Functions
b. The Secant, Cosecant, and Cotangent Functions - Values on the Unit Circle (Radians) c. The Secant, Cosecant, and Cotangent Functions - Values found given coordinates on the terminal side of an angle in standard position
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