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Q: Is the mathematical symbol used for the period of a wave?

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T

The symbol is f, for frequency.

The symbol for representing the period of a wave is the greek letter lambda (Î»).

The mathematical symbol for period is a Capital T with short legs on either side of the horizontal line. This symbol is most often used when finding frequency through 1/period or using frequency to find the period of a wave in the equation Period =1/ frequency T

Just divide the wavelength by the wave period, and you've got the wave speed.

a sine wave (~)

Seconds

The symbol used is usually t, for time. The SI unit for time is a second, so s may also be used.I also think that freq. as for frequency and any of the mathematical notations for time, minute, second, etc. hertz is a term for frequency which was once universally cycle or kilocycle, megacycle now referred to a kilohertz, megahertz, etc.So time would be notated according to the theory being used. Radio frequencies, pulse frequencies, data frequencies...

Period = (wavelength of the wave) divided by (speed of the wave) also . . . Period = ( 1 ) divided by (frequency of the wave)

The reciprocal of the period of ANY wave is the wave's frequency.

The symbol for Wave Systems Corp. in NASDAQ is: WAVX.

If a radio wave has a period of one then the period wave or two would be 2. This is math.

Frequency is the inverse of wave period. That is, frequency*period = 1

I used a dark blue wave looking symbol for a cold front, and for hot front I used red. Hope this helps x

sine wave symbol

Wave frequency f, and period of wave T are inverses, related by fT=1.

no...period of wave is inversely proportional to frequency so when period of wave is increases frequency get decrease.

When a wave period decreases, speed increases.

Wave speed = (wavelength)/(period)

v

A Snow Wave.

Wavelength is in meters, the frequency is in hertz. period is in seconds and the wave speed is in meters per second.

I think you have typed the question incorrectly, in particular the symbol "i" appears to be in the wrong place. As you have typed it the equation does not describe a wave but an complex exponential decay.

period decreases... Period is inversely proportional to frequency. If period is increased, frequency will decrease.

sine wave.

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