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This convention is especially appropriate for a sinusoidal function, since its value at any argument t displaystyle t then can be expressed as ( t ) displaystyle varphi (t) , the sine of the phase,
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Identify the equation of the wave in the form y = A sin(Bx + C)
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Determine the period of the wave (T) by calculating 2π/B
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Calculate the phase shift by finding the value of -C/B

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Phase shift refers to the change in phase of a periodic wave, often used in contexts such as electronics, signal processing, and physics to describe how a wave's cycle is shifted in time.
Typically, only entities or individuals involved in specific assessments or reports related to wave behavior or signal analysis would need to file documentation regarding phase shifts.
To fill out information on phase shift, one must gather relevant data on the wave properties, specify the initial and final phases, and provide any calculations or graphical representations as required.
The purpose of documenting phase shifts is to analyze the timing and relationship between different waves or signals, which can impact system performance or signal quality.
Information reported on phase shift should include the angle of phase change, the period of the waveform, and any contextual details relevant to the application or study.
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