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1. Here are the characteristics of a sinusoidal function: Characteristics: amplitude is 3 intersects equation of axis at coordinate (-30°, -2) and travels downward to the right max at x = 375° (assume that this value is within the first cycle) A) Sketch 1 cycle of the function. (***Note: Remember to label the 5 main coordinates of the cycle, and the axis of symmetry ***)

1. Here are the characteristics of a sinusoidal function: Characteristics: amplitude is 3 intersects equation of axis at coordinate (-30°, -2) and travels downward to the right max at x = 375° (assume that this value is within the first cycle) A) Sketch 1 cycle of the function. (***Note: Remember to label the 5 main coordinates of the cycle, and the axis of symmetry ***)

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.5: Trigonometric Graphs
Problem 6E
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1. Here are the characteristics of a sinusoidal function: Characteristics: amplitude is 3 intersects equation of axis at coordinate (-30°, -2) and travels downward to the right max at x = 375° (assume that this value is within the first cycle) A) Sketch 1 cycle of the function. (***Note: Remember to label the 5 main coordinates of the cycle, and the axis of symmetry.***) B) Develop a negative cosine equation based on the sketch above, and explain/show how you figured out each part of the equation:
Transcribed Image Text:1. Here are the characteristics of a sinusoidal function: Characteristics: amplitude is 3 intersects equation of axis at coordinate (-30°, -2) and travels downward to the right max at x = 375° (assume that this value is within the first cycle) A) Sketch 1 cycle of the function. (***Note: Remember to label the 5 main coordinates of the cycle, and the axis of symmetry.***) B) Develop a negative cosine equation based on the sketch above, and explain/show how you figured out each part of the equation:
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