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speed of sound in air 334 m/s

334/0.25 = 1336 Hz

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Q: What is the frequency of sound waves in a air whose wavelength 25Cm?
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Sound waves whose frequency is 300 Hz have a speed relative to sound waves in the same medium whose frequency is 600 Hz that is?

Since velocity of wave = frequency x wavelength (or v=fλ), and velocity is assumed to be the same for both since they're in the same medium,f1λ1 = f2λ2300λ1 = 9000λ2λ1/λ2 = 9000/300 = 30Thus, the wavelength of the 300Hz frequency sound wave is 30 times greater than the 9000Hz frequency sound wave.


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It depends on the speed of sound considered for the situation, as sound can travel at different speeds depending on the temperature of the air, its density, composition, etc. For all types of waves (sound waves included), the wavelength is equal to the speed of the wave, divided by its frequency. So, if you consider the speed of sound to be 330 m/s, the wavelength in question would be equal to 330/50, or 6.6 meters. If you consider the speed to be 340 m/s, the wavelength would be 6.8 meters.


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You are supposed to use the basic formula for waves: speed = wavelength x frequency. In this case, you have to solve for frequency. (The period is the reciprocal of the frequency.)


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What is the period of a sound wave whose wavelength is 17.0 m?

Divide the speed of sound by the wavelength, to get the frequency. The period is the reciprocal of the frequency. The speed of sound in air is about 343 meters/second, but it depends on temperature. The speed of sound in other materials is quite different from the speed of sound in air.


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What is the frequency of light whose wavelength is 633 mm?

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The answer is in the question! 5 Hz Also, a wavelength cannot be 5 cycles - wrong units.


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226 inches, 18.8333 feet, 5.733 meters. +++ I assume that the question refers to sound in air but to be complete the medium through which the sound travels should be stated, as the sound-speed varies with density.