In one area of the Bay of Fundy, the water has a depth of 6m at high tide, and a depth of 2m at low tide. There are 12 wave cycles every 24 hours. Graph the scenario clearly showing two complete cycles. Determine both a sine and cosine equation to model the scenario. State the period, amplitude, and equation of axis, phase shift, (domain and range if applicable).
In one area of the Bay of Fundy, the water has a depth of 6m at high tide, and a depth of 2m at low tide. There are 12 wave cycles every 24 hours. Graph the scenario clearly showing two complete cycles. Determine both a sine and cosine equation to model the scenario. State the period, amplitude, and equation of axis, phase shift, (domain and range if applicable).
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.5: Trigonometric Graphs
Problem 9E
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In one area of the Bay of Fundy, the water has a depth of 6m at high tide, and a depth of 2m at low tide. There are 12 wave cycles every 24 hours.
- Graph the scenario clearly showing two complete cycles.
- Determine both a sine and cosine equation to model the scenario.
- State the period, amplitude, and equation of axis, phase shift, (domain and range if applicable).
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