State the relationship between frequently and time period of a wave. The wavelength if variations produced on the surface of water is 2cm. If the wave velocity is 16m/s, find its frequency and time period.
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Answers
Answered by
5
The relationship between the frequency and the time period is
Frequency = 1/ Time period
Solution:
Given - Wavelength is 2 cm and velocity is 16m/s
To find - Frequency and time period
Ans -
Speed = Frequency * Wavelength
16 = Frequency * 2
16/2 = Frequency
8 cm = Frequency
Therefore the frequency is 8 cm.
The time period is
Frequency = 1/ Time period
8 = 1 / Time period
8* Time period = 1
Time period = 1/8 s
Therefore the time period is 1/8s (or) 0.125s.
Frequency = 1/ Time period
Solution:
Given - Wavelength is 2 cm and velocity is 16m/s
To find - Frequency and time period
Ans -
Speed = Frequency * Wavelength
16 = Frequency * 2
16/2 = Frequency
8 cm = Frequency
Therefore the frequency is 8 cm.
The time period is
Frequency = 1/ Time period
8 = 1 / Time period
8* Time period = 1
Time period = 1/8 s
Therefore the time period is 1/8s (or) 0.125s.
Answered by
4
frequency is the number of cycle per second . but time period is time taken by particle for complete revolution .
both are related ---------
frequency =1/time period.
or ,
time period =1/frequency .
given ,
wavelength =2 cm
wave velocity = 16 m/sec
wave velocity =wavelenght x frequency
16 = 2 x 10^-2 x f
f=800 Hz
and T=1/800 = 1/8 x10^-2 sec
both are related ---------
frequency =1/time period.
or ,
time period =1/frequency .
given ,
wavelength =2 cm
wave velocity = 16 m/sec
wave velocity =wavelenght x frequency
16 = 2 x 10^-2 x f
f=800 Hz
and T=1/800 = 1/8 x10^-2 sec
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