A stringed instrument generates a complex waveform with the following components: 250 Hz with an amplitude of 5 500 Hz with an amplitude of 3 750 Hz with an amplitude of 1 What is the fundamental frequency? What other harmonics are represented? What would be the equation for this waveform? (HINT: the equation only tells us the relationship between the harmonics, and not the actual frequencies represented.)
A stringed instrument generates a complex waveform with the following components: 250 Hz with an amplitude of 5 500 Hz with an amplitude of 3 750 Hz with an amplitude of 1 What is the fundamental frequency? What other harmonics are represented? What would be the equation for this waveform? (HINT: the equation only tells us the relationship between the harmonics, and not the actual frequencies represented.)
Delmar's Standard Textbook Of Electricity
7th Edition
ISBN:9781337900348
Author:Stephen L. Herman
Publisher:Stephen L. Herman
Chapter21: Resistive-capacitive Series Circuits
Section: Chapter Questions
Problem 7RQ: An RC series circuit is connected to a 120-V, 60-Hz power source. The resistor is 25 and has a...
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A stringed instrument generates a complex waveform with the following components:
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250 Hz with an amplitude of 5
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500 Hz with an amplitude of 3
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750 Hz with an amplitude of 1
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What is the fundamental frequency?
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What other harmonics are represented?
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What would be the equation for this waveform? (HINT: the equation only tells us the relationship between the harmonics, and not the actual frequencies represented.)
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Calculate the amplitude values every 10 degrees and graph the waveform. You are welcome to do this in a spreadsheet if you know how.
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