Two in-phase loudspeakers, A and B, are separated by 3.20 m. A listener is stationed at C, which is 2.40 m in front of speaker B. Both speakers are playing identical 214-Hz tones, and the speed of sound is 343 m/s. Someone move the speakers closer. If the Distance AB changes to be 3.00 meters and the Distance BC reminds the same (2.40 meters), what will be the minimum frequency that will produce Constructive Interference?
Two in-phase loudspeakers, A and B, are separated by 3.20 m. A listener is stationed at C, which is 2.40 m in front of speaker B. Both speakers are playing identical 214-Hz tones, and the speed of sound is 343 m/s.
Someone move the speakers closer. If the Distance AB changes to be 3.00 meters and the Distance BC reminds the same (2.40 meters), what will be the minimum frequency that will produce Constructive Interference?
In the same situation as b) what will be the minimum frequency that will produce Destructive interference.
The subject moves to a position where Distance AC is equal to Distance BC.
Which frequencies will produce Constructive Interference in these situations
Which frequencies will produce Destructive interference in this situation
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