You are standing a distance d (2m) directly in front of one of two identical speakers, being driven by the same signal generator, that are a distance h (5m) apart. You walk in the positive direction starting at y=0 m, along a line parallel to the line joining the two speakers. The speed of sound is 340 m/s and the frequency is 170 HZ. As you walk, how many times and where will you hear a maximum sound?
You are standing a distance d (2m) directly in front of one of two identical speakers, being driven by the same signal generator, that are a distance h (5m) apart. You walk in the positive direction s...
A pair of speakers separated by distance d = 0.680 m are driven by the same oscillator at a frequency of 677 Hz. An observer originally positioned at one of the speakers begins to walk along a line perpendicular to the line joining the 343 m/s.) speakers as in the figure below. (Use v (a) How far must the observer walk before reaching a relative maximum in intensity? 0.142 Xm
Two speakers are placed next to each other, a distance d = 0.328m apart. They are driven by the same frequency generator. The combined sound wave is measured along a straight line parallel to the plane of the speakers, which is at a distance D= 3.89m from the speakers. The m=3-order maximum is at an angle theta=9.12 degrees. Calculate the wavelength of the sound wave.
A pair of speakers separated by distance d = 0.680 m are driven by the same oscillator at a frequency of 677 Hz. An observer originally positioned at one of the speakers begins to walk along a line perpendicular to the line joining the speakers as in the figure below. (Use v = 343 m/s.) (a) How far must the observer walk before reaching a relative maximum in intensity? m (b) How far will the observer be from the speaker...
Two identical loudspeakers separated by distance demit 170 Hz sound waves along the x-axis. As you walk along the axis, away from the speakers, you don't hear anything even though both speakers are on. What are the three lowest possible values for d? Assume a sound speed of 340 m/s .
Two speakers, which are separated by a distance d, produce sound waves with the same amplitude, phase and frequency. The frequency of the sound is 570 Hz. You stand a distance of 3.50 m directly in front of the left speaker, on the dashed line shown in the diagram. Assume the speed of sound to be 340 m/s. What is the smallest possible value of d so that you hear no sound because of destructive interference?
Two stereo speakers mounted 5.2 m apart on a wall emit identical in -phase sound waves. You are standing at the opposite wall of the room at a point directly between the two speakers. You walk 2.11 m parallel to the wall, to a location where you first notice that the sound intensity drops to zero. If the wall along which you are walking is 10.7 m from the wall with the speakers, what is the wavelength of the sound...
8. Two stereo speakers mounted 4.52 m apart on a wall emit identical in-phase sound waves. You are standing at the opposite wall of the room at a point directly between the two speakers. You walk 2.11 m parallel to the wall, to a location where you first notice that the sound intensity drops to zero. If the wall along which you are walking is 10.7 m from the wall with the speakers, what is the wavelength of the sound...
You are standing 2.50 m directly in front of one of the two loudspeakers shown in the figure. They are 3.00 m apart and both are playing a 686 Hz tone in phase. (Figure 1) As you begin to walk directly away from the speaker, at what distances from the speaker do you hear a minimum sound intensity? The room temperature is 20 ∘C.
Two identical loudspeakers separated by distance d emit 200 Hz sound waves along the x-axis. As you walk along the axis, away from the speakers, you don't hear anything even though both speakers are on. What are the three lowest possible values for d? Assume a sound speed of 340 m/s . The answer I get is 0.875, 2.625, 4.375 and mastering physics says its wrong
question 4-7 4. Travelling Waves and Their Characteristics A rope wave travels in the positive x -direction. You are also told that the speed of the wave is 1000 cm/s, its frequency is 200 Hz, and that the wave is subject to the following initial conditions: at x 0 and t = 0: y =-1 cm, and, at x = 0 and t : ar = +20 cm/s (this is the velocity of the point on the rope at horizontal...