At a local concert, a speaker is set up to produce low-pitched base sound with a frequency range of 20Hz to 200Hz, which can be modeled as sine waves. In a simplified model, the sound waves the speaker produces can be modeled as a cylindrical pipe with one end closed that travel through the air at a velocity of v=331m/s + 0.6m/s (T), where T is the temperature in 'c. Using the above situation, determine the observed frequency if the person run away from the speaker at rate of 2 m/s and the air temperature is around 24°C, using the frequency 200HZ.

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Chapter1: Units, Trigonometry. And Vectors
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At a local concert, a speaker is set up to produce low-pitched base sound with a
frequency range of 20HZ to 200Hz, which can be modeled as sine waves. In a
simplified model, the sound waves the speaker produces can be modeled as a
cylindrical pipe with one end closed that travel through the air at a velocity
of v=331m/s + 0.6m/s (T), where T is the temperature in °C.
Using the above situation, determine the observed frequency if the person run
away from the speaker at rate of 2 m/s and the air temperature is around 24°C,
using the frequency 200HZ.
Transcribed Image Text:At a local concert, a speaker is set up to produce low-pitched base sound with a frequency range of 20HZ to 200Hz, which can be modeled as sine waves. In a simplified model, the sound waves the speaker produces can be modeled as a cylindrical pipe with one end closed that travel through the air at a velocity of v=331m/s + 0.6m/s (T), where T is the temperature in °C. Using the above situation, determine the observed frequency if the person run away from the speaker at rate of 2 m/s and the air temperature is around 24°C, using the frequency 200HZ.
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