On a Korg guitar tuner, what Hz is the normal key of E?
608791
The brand/model of tuner doesn't really matter.\n\nIf you're tuning a guitar, you're not tuning keys (heh!) you're tuning strings (individual notes - the only way to go!)\n\nEach of the strings from top to bottom (standard tunings) correspond to the following frequencies. The 430Hz that you mention doesn't correspond to anything (not in this universe anyway).\n\nE 82.41\nA 110\nD 146.83\nG 196\nB 246.94\nE 329.63
595653
Depends how the  maschine is calibrated
464204
A frequency oscillator.
1059361
You get lower notes that way...tune your low E down to a D or even a C...you get a nice drone going that way (especially if what you're playing is in D, E, F, G or C)
943518
Drop D is a very easy tuning to play in, for the most part. In standard tuning you need two fingers to play a power chord, but in Drop D you need only 1. \n\nDe-Tune only the #6 string, the low E(thickest string) to D(same note as the 5th fret of the next thickest string). \n\nOK, now say you want to play a D power chord. just hit the open 4, 5, and 6 strings. Taa-daa! It's a power chord. To play E, just place your finger over the 2nd fret and play.
736832
You have stated that the tuning fork B is loaded and has a lesser frequency than that of A.\n\nLet the frequency of B be N and you know that N is lesser than 256 Hz.\n\nBeat frequency is the difference between the two frequencies.\n\nTherefore 256 - N = 10 ( given).\n\nOr N = 246 hz.\n\nFor your second  question:\n\nVelocity = frequency X wavelength.\n\nIn a closed tube the first resonant length is obtained when the length is one fourth of the wavelength.\n\n Therefore L = 4 x l.\n\nOr V = 4 N l where N is the frequency and l is first resonating length.\n\n\n344 =  4 x 440 x l.\n\nl = 344 / 1760 = 0.195 m  = 19.5 centimeter.
830538
I pulled up that episode on youtube to check it out.  I'm afraid my answer is not "quite interesting" but it might still get me the ten points, which coincidentally is the same anount of points awarded on QI if my answer is correct!  What you were hearing was not in fact a published song but selected preprogramed rhythms available on an electric keyboard.  My Casio keyboard is similarly equiped, all you need to do is select the style and key, then you can overlap them.\n\nHere is the link for the first part of that episode...
926607
im guessing that you mean the sheet music for it ... i've figured this one out before. lets see if i can transcibe it. this is the main part. i dont have a keyboard in front of me\n\nplay these doing down in sound:\nD# B F# / go up: D# E / go down: C# G#\ndown: E D# C# / up:D# down: B G#\nup D# E / down B G#\nup: E down D# C#\n\nhope this makes sense ... it is right!
97869
u use it to tune the guitar
971693
Which end? The bridge or nut?\nIf it is from the bridge end, and exactly one-third, the frequency would be slightly higher than 3 X 294 Hz. (Slightly sharp because you pressed the string down, which increases the tension slightly, so you would compensate by pressing the string just a fraction longer than one third the distance in order to get a D note tone exactly 3 X 294 Hz).
1117001
12 tone equal temperament?
13942
It sounds to me like you have a problem with the key. By this I mean the itemthat you twist to get a string to get tighter. This is often a problem in cheap guitars.\n\nI am not sure what you mean about "C". The Guitar has strings on a normal tuning as follows:\n* E\n* A\n* D\n* G\n* B\n* E\n\nWhat do you mean by "C"?\n\nI have played guitar for over 25 years. So I do have a clue about this beyond personal experience in a general sense. You can contact with me directly, but I am not sure if I am allowed to post my email due to the answers rules. Therefore I do not post it
340444
Typically a 3 minute song will run you somewhere between 3,000 and 4,000 KB.    It shouldn't hurt your computer, although I'm thinking you probably have a small sample of a song, and not the full song. :p
1083526
E D# E D# E B D C A\n\nC E A B\n\nE G# B C\n\n(mid) E (high) E D# E D# E B D C A\n\nC E A B\n\nE C B A\n\nAnd then you repeat this a few times for the main melody. Sorry I can only get you a little, but it's kinda hard to write it all out... I hope you can figure out which octave each note's supposed to be played in too (I did write that mid/ high because it was two E's in a row though!)
856510
Do you mean electric or pedal?\n\n I know a little but you will need to be more specific with your question.\n\nTry adding more information and you will get a detailed answer :)
981912
if it can tune E, A,D, G, and B its fine
296657
Depends on the length of the interval, just like with notes. \n\nhttp://www.dolmetsch.com/musictheory2.htm