# Knowing The Notes On The Guitar Fingerboard

author: alibarouti date: 04/02/2012 category: music theory
 I like this 51 votes: 6 views: 1,058
Hi, I am Ali Barouti a beginner guitar player, I've discovered something interesting which I want to share with you, I hope it be useful for everyone who is just started learning guitar. There are several ways to learn the notes on guitar and every teacher believes knowing the notes helps learning to play the guitar. It helps you learn the scales and when you learned one transpose the scale boxes and learn the other scales much faster. Well there are several ways and all those ways include memorizing. Memorizing 3 string, memorizing one or two notes across the finger board and I have seen in different websites and many forums people looking for a faster way to do this. I myself was doing the same and while thinking about this I discovered a really interesting way to know all the notes on the guitar with a simple formula! All right let's do it First of all each note has a number which I'll explain why later
```C(Do): 1D(Re):3E(Mi):5F(Fa): 6G(Sol): 8
A(La): 10B(Si):12```
Maybe you already know why E=5, every Notes except E-F and B-C has 2 Fret interval so: C D E F G A B C OR looking this way: C C# D D# E F F# G G# A A# B (1,2,3,,12) You can see this very clearly at the second string which starts with Fret#1 = C Thus for every open string you'll have a number: S1 (E) = 5S2 (B) = 12S3 (G) = 8S4 (D) = 3S5 (A) = 10S6 (E) = 5 And every Fret will have a number: Fret Number + open String Number Now if you want to find the 3rd fret of first string: 3 + 5 = 8 : its G ( 3rd Fret + 1st string's number ) When the sum of these numbers are more than 12 first you subtract 12 until it's less than 12 then look it up for example: The 8th Fret of 3rd string: 8 + 8 = 1616 12 = 4its D# For the second string because its open string number is 12 you won't add 12 and then subtract it, simply the fret number is your note number: 2nd string 8th fret : 8 is G Now even if you change your guitar tuning system this formula still works because the only thing changes are the open string's numbers. When you practice it in your mind a little you'll find it's too simple when you get familiar with. More Examples:
```S1 / F7:7 + 5 =12   >  B
S5 / F10:10 +10 = 20 - 12 = 8  >  G
S3 / F6:6 + 8 = 14  12 = 2  >  C#
S2 / F5:5 + 0   >   E
S4 / F18: 18 + 3 = 21  12 = 9 >  G#```
You know the fantastic part? The same Formula Applies for every instrument with strings and finger board! Ali Barouti
Subscribe now to get Uncle UG's best stories straight to your inbox. No bullshit ads, just news
 Comments BIU:) Only "https" links are allowed for pictures, otherwise they won't appear