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Transformations of Sine and Cosine Functions MHF4UI Tuesday November 13 th, 2012

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Relating Trig Functions to Angles in Standard Position

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The General Form of Sinusoidal Functions

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The General Form of Sinusoidal Functions (Continued)

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Applying Transformations Example 1

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Applying Transformations Example 2

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Mapping Notation for Sinusoidal Functions

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Graphing Sine and Cosine Functions When sketching a sine or cosine function, you must: Label all 5 key points (After you have applied the mapping notation) Show the general shape of the graph.

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Graphing Sine and Cosine Functions Example 1

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Graphing Sine and Cosine Functions Example 2

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Graphing Sine and Cosine Functions Example 3

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Homework Questions: Complete the Transformations Worksheet Handout

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The Unit circle. Def: If the terminal side of an angle is in standard position and intersects the unit circle at P(x,y) then x = cos Ɵ and y = sin Ɵ Trig.

The Unit circle. Def: If the terminal side of an angle is in standard position and intersects the unit circle at P(x,y) then x = cos Ɵ and y = sin Ɵ Trig.

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