1

Suppose that a public-address system emits a 494 Hz sound uniformly in all directions. (a) If...

Question

Suppose that a public-address system emits a 494 Hz sound uniformly in all directions. (a) If...

Suppose that a public-address system emits a 494 Hz sound uniformly in all directions. (a) If the air temperature is 25oC (sound travels at 346 m/s), what is the wavelength of this sound? (b) If the intensity at a location 22 m away from the sound source is 3x10-4 W/m2 , what is the power of the sound coming from the speaker?

Answers

a)
v = flambda

lambda = rac{v}{f}

346 494

λ = 0.7m

b)

Assuming that spherical wave is emitted from the source,

P = I * 4pi R^{2}

P=(3*10-4 ) * 4π * 22°

P-1.8246


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