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Two loudspeakers are placed 3.00 m apart, as shown in the figure below. They emi

ID: 1325773 • Letter: T

Question

Two loudspeakers are placed 3.00 m apart, as shown in the figure below. They emit 478-Hz sounds, in phase. A microphone is placed 3.20 m distant from a point midway between the two speakers, where an intensity maximum is recorded.

Part B

Suppose the speakers are reconnected so that the 478-Hz sounds they emit are exactly out of phase. At what positions are the intensity maximum and minimum now? Assume xmidpoint=0 .

Enter your answers numerically separated by a comma.

This are not the answers. I repeat these are not the answer. My problems come from Mastering Phsyics. Please remember that when it comes to formatting. No super fancy answers.

a) destructive interference :|L1-L2|= (n+1/2)?,n=0
L1-L2=10 -> L1=10+L2
L1+L2=3
(0.35+L2)+L2=3
2L2=4.2
L2=1.325
L1= 1.675
position= (1.675 , 0)

(b) constructive interference: |L1-L2|= n?,n=0
L1-L2=0 -> L1=L2
L1+L2=14.2
L1= 14.2/2= 7.1m
position= (7.1 , 0)

Two loudspeakers are placed 3.00 m apart, as shown in the figure below. They emit 478-Hz sounds, in phase. A microphone is placed 3.20 m distant from a point midway between the two speakers, where an intensity maximum is recorded. Part B Suppose the speakers are reconnected so that the 478-Hz sounds they emit are exactly out of phase. At what positions are the intensity maximum and minimum now? Assume xmidpoint=0 . Enter your answers numerically separated by a comma. This are not the answers. I repeat these are not the answer. My problems come from Mastering Phsyics. Please remember that when it comes to formatting. No super fancy answers. a) destructive interference :|L1-L2|= (n+1/2)?,n=0 L1-L2=10 -> L1=10+L2 L1+L2=3 (0.35+L2)+L2=3 2L2=4.2 L2=1.325 L1= 1.675 position= (1.675 , 0) (b) constructive interference: |L1-L2|= n?,n=0 L1-L2=0 -> L1=L2 L1+L2=14.2 L1= 14.2/2= 7.1m position= (7.1 , 0)

Explanation / Answer

Since the two speakers are out of phase now , a minima is obtained at the position where we obtained maxima previuosly hence at X=0

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