Assuming the frequency of Middle C to be 261.63 hertz, accurate to two decimal places, taking this two octaves down brings us to 65.41 hertz. Sending us down a further semitone gives us 65.41 x 1/21/12, which sends us to B, at a frequency of 61.74 hertz, accurate to two decimal places, the closest possible genuine note to a 60 hertz frequency.
Effectively, this is the third B below middle C, including that which is a semitone below.
Chat with our AI personalities
Largo, Quarter-note = 60 (60 beats per minute)
There are 128 possible notes on a MIDI device, numbered 0 to 127 (where Middle C is note number 60).
Well, darling, to find the frequency of a light wave, you need to use the formula speed = frequency x wavelength. Since the speed of light is approximately 3 x 10^8 m/s, you can rearrange the formula to find frequency = speed / wavelength. Plug in the values and you'll get the frequency in Hz. Just don't forget to carry the one, honey.
The tempo is around 60 on the quarter note. It can be slightly varied according to the performers.
Wavelength is calculated in MHz not Hz, and the formula is Wavelength = 300 / MHz