e' sin t is an example 56. Damped sine wave The graph of f(t) of a damped sine wave; it is used in a variety of applications, such as modeling the vibrations of a shock absorber. a. Use a graphing utility to graph ƒ and explain why this curve is called a damped sine wave. b. Compute f'(1) and use it to determine where the graph of f has a horizontal tangent. c. Evaluate lim e¯ sin t by using the Squeeze Theorem. What does the result say about the oscillations of this damped sine wave?

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T 56. Damped sine wave The graph of f(t) = e¯' sin t is an example
of a damped sine wave; it is used in a variety of applications, such
as modeling the vibrations of a shock absorber.
a. Use a graphing utility to graph ƒ and explain why this curve is
called a damped sine wave.
b. Compute f'(1) and use it to determine where the graph of f
has a horizontal tangent.
c. Evaluate lim e¯ª sin t by using the Squeeze Theorem. What
does the result say about the oscillations of this damped sine
wave?
Transcribed Image Text:T 56. Damped sine wave The graph of f(t) = e¯' sin t is an example of a damped sine wave; it is used in a variety of applications, such as modeling the vibrations of a shock absorber. a. Use a graphing utility to graph ƒ and explain why this curve is called a damped sine wave. b. Compute f'(1) and use it to determine where the graph of f has a horizontal tangent. c. Evaluate lim e¯ª sin t by using the Squeeze Theorem. What does the result say about the oscillations of this damped sine wave?
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