The product of the period and the frequency of a harmonic oscillator is always equal to 1. This relationship arises from the definition of frequency as the reciprocal of period in oscillatory motion. Mathematically, frequency = 1 / period, so period * frequency = period * 1 / period = 1.
When the product of frequency and time period is equal to 1, it indicates that the oscillation completes one full cycle in one second, which is the definition of the unit hertz (Hz) for frequency.
The period of a wave is the reciprocal of its frequency. Therefore, for a wave with a frequency of 2MHz, the period would be 1/(2x10^6) seconds, which is equal to 0.5 microseconds.
When the frequency of a wave decreases, the period of the wave increases. The period of a wave is the inverse of its frequency, so as frequency decreases, the time between each wave cycle, or period, also increases.
The period of a wave can be calculated as the inverse of its frequency. In this case, the period would be 1/250 seconds, which is equal to 0.004 seconds.
period and frequency are reciprocals period (T) = 1/frequency (1/f) period = 1/18
The product of the period and the frequency of a harmonic oscillator is always equal to 1. This relationship arises from the definition of frequency as the reciprocal of period in oscillatory motion. Mathematically, frequency = 1 / period, so period * frequency = period * 1 / period = 1.
T=Period F=frequency T=1/F Period=1/F
When the product of frequency and time period is equal to 1, it indicates that the oscillation completes one full cycle in one second, which is the definition of the unit hertz (Hz) for frequency.
The speed or velocity of a wave is equal to the wavelength times the frequency. The period (amount of time for one wavelength to occur) is equal to 1 over the frequency (the inverse of its frequency).
The period of a wave is the reciprocal of its frequency. Therefore, for a wave with a frequency of 2MHz, the period would be 1/(2x10^6) seconds, which is equal to 0.5 microseconds.
When the frequency of a wave decreases, the period of the wave increases. The period of a wave is the inverse of its frequency, so as frequency decreases, the time between each wave cycle, or period, also increases.
The period of a wave can be calculated as the inverse of its frequency. In this case, the period would be 1/250 seconds, which is equal to 0.004 seconds.
To find the frequency of a wave, you take the reciprocal of the period. In this case, the frequency would be 1/1.6 Hz, which is approximately 0.625 Hz.
The period is defined as: the time needed to complete one cycle.Frequency is the number of cycles per second .that's where the relation came from ...the mathematics representation of the relation is : frequency = 1/period orperiod = 1/frequency .hope u got it.
How can a class frequency be equal to zero?
The period is 4 [insert units here]. To get to this answer you use the equation v= λ*ƒ which basically means velocity is equal to lambda (wavelength) times frequency. Next you insert the speed where velocity is then you insert the wavelength and try to find the frequency. Once you get the frequency which should be 1/4 Hz then you use the proportion: period ~ 1/frequency and then you know that the period is 4.