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Yes longitudinal waves can be diffracted. Example: Light waves.
Both are ways to transport energy from point a, to point b. Both sound and light waves have a speed, wavelength and frequency. Both can be diffracted, reflected and refracted, as those are properties of waves.
The velocity of the light waves must be given before the frequency can be find.
Radio waves are the lowest frequency waves. Next are microwaves, then infra-red waves.
Periodic waves are characterized by a frequency, a wavelength, and by their speed.
Yes longitudinal waves can be diffracted. Example: Light waves.
Both are ways to transport energy from point a, to point b. Both sound and light waves have a speed, wavelength and frequency. Both can be diffracted, reflected and refracted, as those are properties of waves.
AM Waves diffract more than FM waves.
frequency=wavespeed divided by wavelength.
Radio frequency radiation can be defracted by hills.
Count the number of waves passing a point in one second. That is frequency. Or count waves for 10 seconds and divide by 10.
The velocity of the light waves must be given before the frequency can be find.
Radar waves have a lower frequency that light waves.The frequency of a light wave is related to wavelength and speed by the equation c = »½. The color of a light wave is also determined by the frequency. The amplitude and brightness are not related to the frequency.
1/T, where T=period in seconds.
The question is incomplete. Frequency of what? If it refers to electromagnetic waves, you won't need even frequency to determine velocity (in a vacuum), because it will always be c (the speed of light). You can compute the speed of other kinds of waves if you know the frequency and wavelength, but not from frequency alone. The formula is frequency x wavelength = velocity If the waves are electromagnetic, and you have only frequency, you can compute the wavelength using the same formula.
Radio waves are the lowest frequency waves. Next are microwaves, then infra-red waves.
you count the waves. so for example you '~' would be a wavelength of 1.