How to find the period and amplitude

    • [DOC File]III - University of Akron

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      In this activity, we will find the period, amplitude and the phase shift of a sinusoidal curve. Before we can accomplish this task we must expand our view of the sinusoidal regression because we can only see the curve for one year. Let’s expand the viewing window by raising the x-max to 3 years or 1100 days. Now, we can see that the curve repeats for each calendar year. Attributes of a ...

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    • [DOC File]I

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      To find the period of our sine regression, we need to find two days that have the same length in time. The easiest values to locate on a periodic graph are the maximums and minimums. Use your technology to find the first two maximums or the first two minimums. Subtract the two consecutive x-values to find the period.

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    • [DOC File]Find the amplitude, the period, and the phase shift

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      To find the period, begin at –π (the average) and determine when one cycle of ‘to maximum, back to average, to minimum, back to average’ is completed. This is at π. From –π to π gives a period of 2π. Amplitude: 2) Find an equation of the form , where is the least positive

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    • [DOC File]Name:

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      (a) Graph the data, putting average temperature on the y-axis and month number on the x-axis. Connect the graph up with a smooth curve. (Let t = 1 be Jan, t = 2 be Feb, etc). (b) Find the amplitude of your graph.

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    • [DOC File]Period and Amplitude - Iona Prep

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      2007-04-25 · E. Example: Find the amplitude and period of each function and draw one period of its graph starting at the origin. The number of degrees in the period is the ending point of the cycle and should be labeled. y = cos 3x

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    • [DOC File]Name:

      https://info.5y1.org/how-to-find-the-period-and-amplitude_1_ed33c8.html

      Period, Amplitude, Frequency. The three most important characteristics of a periodic graph are its period, its amplitude, and its frequency. See the picture and explanation below: 1. Find the value for the period, the amplitude, and the frequency of the velocity vs. time graph shown above. (a) Period: The amount of time (along the x-axis) it takes to complete ONE cycle. On the above graph ...

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