Frequency is measured for speakers

Related BrainMass Solutions

• How do you determine the minimum frequency to produce maxima between two speakers?

  285620 Interference of Waves: Frequencies for Maximum Sound A microphone is located on the line connecting two speakers that are 0.523 m apart and oscillating 180° out of phase. The microphone is 2.03 m from the midpoint of the two speakers.

• Physical Optics and Interference

  Larry is d1 = 3.0 m in front of a pair of stereo speakers d2 = 0.800 m apart, as shown in Figure 28-33. The speakers produce a single-frequency tone, vibrating in phase with each other.

• Probability of rolled die, blood type and Hindi speakers

  (B) For the situation in problem 2 above, what is the relative frequency for the O blood type? 3. In Syed's town there are 11,303 Hindi speakers. In Rajiv's town there are 19,251 Hindi speakers. In Jon's town there are 1,092 Hindi speakers.

• Lowest frequency that produces interference

  304535 Lowest frequency that produces interference Part 1 A microphone is located on the line connecting two speakers that are 0.524 m apart and oscillating 180° out of phase. The microphone is 1.97 m from the midpoint of the two speakers.

• Intereference of sound waves without approximations.

  146404 Intereference of Sound Waves Without Approximations A lecturer is demonstrating two-slit interference with sound waves. Two speakers are used, 1.9 m apart. The sound frequency is 1120 Hz and the speed of sound is 343 m/s.

• Physics: Speakers A & B are vibrating in phase; what is the distance?

  5842 Physics: Speakers A & B are vibrating in phase; what is the distance? Speakers A and B are vibrating in phase. They are directly facing each other, are 7.80 m apart, and are eack playing a 73.0-Hz tone. The speed of sound is 343 m/s.

• Physics: Constructive and destructive interference of sound wave in speakers

  5945 Physics: Constructive and destructive interference of sound wave in speakers Speakers A and B are vibrating in phase. They are directly facing each other, are 7.80 m apart, and are each playing a 73.0-Hz tone. The speed of sound is 343 m/s.

• Sound wave: A musician plays a single 494 Hz tone, explain what the listener hears.

  Assume the speed of sound is to be 346ms-1. velocity = frequency x wavelength wavelength = frequency / velocity = 346 ms-1 / 494 Hz = 0.7m The listener will hear the sound which is a mix of the sound from both the speakers.

• type of interference

  First, we use the wave equation to determine the wavelength of the sound produced by the speakers: c = f*l where c is the speed of sound, f is the frequency, and l is the wavelength.