The average daily temperature in a city can be modeled by the function
Instructor solution
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3.1 Periodic Phenomena - Review
Describe how the amplitude, period, and frequency of a sine function are related to its graph. Provide an example with a specific sine function.
Explain how to determine the amplitude and period of the cosine function
A periodic function
How does the frequency of a periodic function change if the period is halved? Provide an example with a specific function.
Given the function
Describe how the day-night cycle can be modeled using a trigonometric function. Include the key features of the function such as amplitude, period, and phase shift.
Explain how seasonal changes can be modeled using a trigonometric function. Include the key features of the function such as amplitude, period, and phase shift.
How can the concept of periodic behavior be applied to model the tidal patterns in oceans using trigonometric functions?
Discuss how the concept of periodic behavior can be used to model the phases of the moon using trigonometric functions.
Explain how the concept of periodic behavior can be used to model the annual migration patterns of birds using trigonometric functions.
A Ferris wheel has a diameter of 50 meters and completes one full rotation every 4 minutes. Write a trigonometric function that models the height
A sound wave can be modeled by the function
The average daily temperature in a city can be modeled by the function
A mass on a spring oscillates according to the function
The population of a certain species of fish in a lake oscillates seasonally and can be modeled by
The average daily temperature in a city can be modeled by the function
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