The bending or spreading out of a wave at an obstacle or at the edges of an opening is called diffraction. (Sine-1/d) The amount of diffraction, (for all wave types) depends on the wave's wavelength A and the relative size of the opening d. If the speed of sound is 343 m/s and the speed of light is 3x10^8 m/s. What would be the ratio of the size of an opening to give the same amount of diffraction for sound and light? Take the frequency of sound at 500 Hz and light at 5x10^14 Hz ratio (Aiight /Asound = dlight/dsound) Over a million times smaller O b. Over a hundred times smaller O c. Over a thousand times smaller O d. Over ten times smaller

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Chapter16: Waves
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The bending or spreading out of a wave at an obstacle or at the edges of an opening is called diffraction.
(Sin0-1/d
The amount of diffraction, (for all wave types) depends on the wave's wavelength A and the relative size of the
opening d. If the speed of sound is 343 m/s and the speed of light is 3x10^8 m/s. What would be the ratlio of
the size of an opening to give the same amount of diffraction for sound and light?
Take the frequency of sound at 500 Hz and light at 5x10^14 Hz
ratio (Aight /Asound = diight /dsound)
a.
Over a million times smaller
O b. Over a hundred times smaller
Over a thousand times smaller
O c.
O .Over ten times smaller
近
Transcribed Image Text:The bending or spreading out of a wave at an obstacle or at the edges of an opening is called diffraction. (Sin0-1/d The amount of diffraction, (for all wave types) depends on the wave's wavelength A and the relative size of the opening d. If the speed of sound is 343 m/s and the speed of light is 3x10^8 m/s. What would be the ratlio of the size of an opening to give the same amount of diffraction for sound and light? Take the frequency of sound at 500 Hz and light at 5x10^14 Hz ratio (Aight /Asound = diight /dsound) a. Over a million times smaller O b. Over a hundred times smaller Over a thousand times smaller O c. O .Over ten times smaller 近
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