Sound travels at different speeds in air, depending on the temperature. Suppose the speed of sound at a certain time is 382.4 m/s. A device producing sound is increasing in frequency at constant rate dfidt = 69.1 Hz/s. Find dAldt, the rate at which the wavelength is changing in m/s at the moment the frequency is 201 Hz. The sign should be positive if it is increasing, and negative is it is decreasing.

College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
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Sound travels at different speeds in air, depending on the temperature. Suppose the speed of sound at a certain time is 382.4 m/s. A device producing sound is increasing in frequency at a constant rate \(df/dt = 69.1 \, \text{Hz/s}\). Find \(d\lambda/dt\), the rate at which the wavelength is changing in m/s at the moment the frequency is 201 Hz. The sign should be positive if it is increasing, and negative if it is decreasing.
Transcribed Image Text:Sound travels at different speeds in air, depending on the temperature. Suppose the speed of sound at a certain time is 382.4 m/s. A device producing sound is increasing in frequency at a constant rate \(df/dt = 69.1 \, \text{Hz/s}\). Find \(d\lambda/dt\), the rate at which the wavelength is changing in m/s at the moment the frequency is 201 Hz. The sign should be positive if it is increasing, and negative if it is decreasing.
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