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Suppose that two sources of sound produce waves of the same exact amplitude and frequency, but are out of phase by one-half of a wavelength.

Suppose that two sources of sound produce waves of the same exact amplitude and frequency, but are out of phase by one-half of a wavelength. What will the end result be? Question 6 options: You wouldn't hear any sound since the waves are canceling each other out. You would hear pulsations in the waves at certain intervals, known as beats. You would hear a sound that's twice as intense, since the waves are complementing each other. You would hear two different sounds of equal volume and pitch

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