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56. Doppler Effect When a car with its horn blowing drives by an observer, the pitch of the horn seems higher as it approaches and lower as it recedes (see the figure below). This phenomenon is called the Doppler effect. If the sound source is moving at speed v relative to the observer and if the speed of sound is t, then the perceived frequency f is related to the actual frequency fo as follows. f = fo We choose the minus sign if the source is moving toward the observer and the plus sign if it is moving away. Suppose that a car drives at 110 f/s past a woman standing on the shoulder of a highway, blowing its horn, which has a frequency of 500 Hz. Assume that the speed of sound is 1130 ftls. (This is the speed in dry air at 70°F.) (a) What are the frequencies of the sounds that the woman hears as the car approaches her and as it moves away from her? (b) Let A be the amplitude of the sound. Find functions of the form y = A sin wt that model the perceived sound as the car approaches the woman and as it recedes.

56. Doppler Effect When a car with its horn blowing drives by an observer, the pitch of the horn seems higher as it approaches and lower as it recedes (see the figure below). This phenomenon is called the Doppler effect. If the sound source is moving at speed v relative to the observer and if the speed of sound is t, then the perceived frequency f is related to the actual frequency fo as follows. f = fo We choose the minus sign if the source is moving toward the observer and the plus sign if it is moving away. Suppose that a car drives at 110 f/s past a woman standing on the shoulder of a highway, blowing its horn, which has a frequency of 500 Hz. Assume that the speed of sound is 1130 ftls. (This is the speed in dry air at 70°F.) (a) What are the frequencies of the sounds that the woman hears as the car approaches her and as it moves away from her? (b) Let A be the amplitude of the sound. Find functions of the form y = A sin wt that model the perceived sound as the car approaches the woman and as it recedes.

College Physics
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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56. Doppler Effect When a car with its horn blowing drives by an observer, the pitch of the horn seems higher as it approaches and lower as it recedes (see the figure below). This phenomenon is called the Doppler effect. If the sound source is moving at speed v relative to the observer and if the speed of sound is t, then the perceived frequency f is related to the actual frequency fo as follows. f = fo We choose the minus sign if the source is moving toward the observer and the plus sign if it is moving away. Suppose that a car drives at 110 f/s past a woman standing on the shoulder of a highway, blowing its horn, which has a frequency of 500 Hz. Assume that the speed of sound is 1130 ftls. (This is the speed in dry air at 70°F.) (a) What are the frequencies of the sounds that the woman hears as the car approaches her and as it moves away from her? (b) Let A be the amplitude of the sound. Find functions of the form y = A sin wt that model the perceived sound as the car approaches the woman and as it recedes.
Transcribed Image Text:56. Doppler Effect When a car with its horn blowing drives by an observer, the pitch of the horn seems higher as it approaches and lower as it recedes (see the figure below). This phenomenon is called the Doppler effect. If the sound source is moving at speed v relative to the observer and if the speed of sound is t, then the perceived frequency f is related to the actual frequency fo as follows. f = fo We choose the minus sign if the source is moving toward the observer and the plus sign if it is moving away. Suppose that a car drives at 110 f/s past a woman standing on the shoulder of a highway, blowing its horn, which has a frequency of 500 Hz. Assume that the speed of sound is 1130 ftls. (This is the speed in dry air at 70°F.) (a) What are the frequencies of the sounds that the woman hears as the car approaches her and as it moves away from her? (b) Let A be the amplitude of the sound. Find functions of the form y = A sin wt that model the perceived sound as the car approaches the woman and as it recedes.
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