The middle C note on a piano is tuned to 261.63 Hertz (accurate to two decimal places).
According to Wikipedia, the Bb above middle C is roughly about 465 hertz.
G3, which is right before Middle C on a Piano and the G-string tuning on a guitar or violin, approximates 195.99 htz.
It depends which Ab you mean, the Ab note above middle C is approximately 415 Hertz.
That is the frequency of the G Sharp/A flat two octaves below middle C (great octave).
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.
hertz??? what?? if you want to tune to drop c download the trial for guitar pro
Rudolf.
There are 3 octaves till middle C on the piano.
The definition of concert pitch A has, since 1939, been standardized to 440 Hertz. The difference between any two consecutive pitches on a piano is equal to the twelfth root of 2. Since middle C is nine semitones below concert pitch A, rounded to two decimal places, this is approximately equal to 440 / ((2^(1/12))^9). Rounded to two decimal places, this is equal to 261.63 Hz.
Bb 2 octives below middle C
1,000,000,000 Hertz=1 Gigahertz
There are 15 million Hertz in megaHertz. It is spelled, "Hertz" because it was named after a person.