5 MHz = 1 second divided by 5.000.000
4.77 MHz = 1 second divided by 4.770.000
The period of 1 MHz is 1 microsecond. The waveform is irrelevant.
It is: 477/9 = 53
477 is a not perfect square.
x + 8x = 477 9x = 477 x = 53
477 is a composite number. Its factors are 1, 3, 9, 53, 159, and 477.
The period is the amount of time it takes for one complete cycle of a wave to occur. To calculate the period for a frequency of MHz (megahertz), you would use the formula: period = 1 / frequency. So, for MHz, the period would be in microseconds (1/1,000,000 seconds).
The period of 1 MHz is 1 microsecond. The waveform is irrelevant.
Let's take an example. Suppose that the intermediate frequency is 10,7 MHz (FM). The local oscillator works on 110,7 MHz. First case: You receive a signal of 100 MHz, the mixer will generate a frequency of 110,7 + 100 = 210,7 MHz, which will be rejected by the band-pass filter. The difference of the two frequencies is 110,7 - 100 = 10,7 MHz (desired one). Second case: You receive a signal of 121,4 MHz. The sum of that frequency and the local oscillator is 232,1 MHz, which will be rejected. The difference is 121,4 - 110,7 = 10,7 MHz. So the image frequency in that case is going to be 121,4 MHz.
The frequency can't be 30 Mhz 30 Mhz is a ham radio frequency but to calculate the wavelength, devide 300 by the frequency in Mhz that will give you 10 meters (300/ƒ)
A clock with a period of 1 ns has a frequency of 1 GHz, or 1000 MHz.
To calculate the intermediate frequency (IF) for a radio receiver at 70 MHz, you typically choose a fixed IF value such as 455 kHz or 10.7 MHz. The IF frequency is chosen in such a way that when the desired signal frequency (70 MHz) is mixed with the local oscillator signal, it falls within the receiver's bandwidth for demodulation. This allows for effective filtering and processing of the signal at a manageable frequency before demodulation.
mhz ( megahertz) is a unit of frequency while seconds is a unit of time ,so normally they can't be converted to one another.But if you want to convert mhz to seconds (as in case of pendulum to find out the time period of the pendulum if frequency is provided) multiply the frequency by 106 (to convert mega hertz int hertz) and then take out the reciprocal of the quantity(as frequency=1/time period)
he rating for RIMM memory is based on the maximum theoretical bandwidth (in MHz) and included speed ratings of 800 MHz, 1066 MHz, 1200 MHz, 1333 MHz, and 1600 MHz.
477
477 is a not perfect square.
It is: 477/9 = 53
477 = 3 * 3 * 7