heres the complete 2nd lesson, remember that these lessons are designed to be taught in person, coinciding with weekly lessons. it's much easier to explain string names in person than in writing...
my approach to teaching complete beginners is usually to introduce basic ideas of playing guitar and music theory as two separate trains of thought for the first few weeks. as a student's capacity in both areas improves, the two are gradually linked. so, by the end of this lesson, the student would probably already know most of these chords; C, D, E, Em, G, A, Am in open position, and be developing dexterity in both hands. after the chords were learned and the material up to the end of this lesson was covered, i'd ask the student to tell me the names of each note in a few of the chords they're familiar with. this would begin their recognition of certain notes relating to each other in aurally-recognizable ways, which is a very important connection to make. well anyways here is lesson 2.
Lesson 2: Music on the Guitar
Covers: Transferring the ideas learned in Lesson 1 onto the guitar.
Now we’ll cover a little more theory as we transfer all of these ideas onto the actual instrument of the guitar, and how it is designed to follow the ideas of music theory.
To review, there are 7 notes that represent a set of 7 sounds that are successively higher in pitch. These notes, in series, are A, B, C, D, E, F, G. (Together in that order, the letters make up the musical alphabet.) There are notes on either side of the musical alphabet that are higher and lower in pitch. To represent these notes, the letters in the alphabet repeat-always in the same order-either “up” from G or “down” from A.
The guitar, as any Western musical instrument, it simply a tool designed to play the notes that music theory defines. A piano plays these notes when a pianist strikes its keys, which in turn hit strings and cause them to vibrate at a certain frequency. (Say, 440 Hz for A.) A guitar plays the notes when a guitarist strikes its strings, which, again, vibrate at a certain frequency.
Warning-
Throughout the process of studying music and guitar, there will be pieces of information, or connections between pieces, that the student must learn to simply accept as fact. Several of these connections follow. In time, through repetition and further study, I promise that the ideas will come into focus.
Intervals
Between the defined notes in the musical alphabet, there are certain defined spaces, or intervals. Technically, these intervals are a number of Hz that describes the difference between the frequencies of two different pitches. In Western music, the smallest interval between adjacent notes is called a half step. There is a half step between the notes B and C, and the notes E and F. The next largest interval between notes is called a whole step. There are two half steps in a whole step. A whole step exists in between the notes; A and B, C and D, D and E, F and G, G and A.
Intervals, like all music theory ideas, are just our established way of describing the way we hear sounds; in this case, how ‘far apart’ pitches in the musical alphabet sound.
Here’s the musical alphabet spelled out, with the interval between each pair of notes written in:
A (whole step) B (half step) C (whole step) D (whole step) E (half step) F (whole step) G (whole step) A (whole step) B ….etc.
Remember, there are two half steps in one whole step.
Accidentals
Looking at the musical alphabet above, notice that there is one whole step in between the notes A and B. So, there are two half steps between A and B. Since the half step is the smallest interval between any two notes in Western music, there must be one note exactly halfway between A and B. To name this note, we need to know two symbols:
The sharp sign, # alters the note to which it is applied by raising it one half step.
ie, A#, pronounced “A sharp,” is one half step above A.
The flat sign, b, alters the note to which it is applied by raising it one half step.
ie, Bb, pronounced “B flat,” is one half step below B.
So, you could express the note between A and B as A#, pronounced “A sharp”.
You could also express the note between A and B as Bb, or “B flat”.
Since A# and Bb are two different names for the exact same pitch, the notes A# and Bb are called enharmonic notes. They are indistinguishable to the ear, but the two names have different functions in music theory, as we learn how to separate the notes of the musical alphabet into different groups based on their sonic relationships.
Notes that are not altered by a sharp or flat sign are called natural notes. Example, ‘A’ could be called ‘A natural’. There is a “natural sign” that, when applied to a note, cancels out any previously applied alterations that the note may have been carrying. The natural sign looks like two capital L’s 69ing.
How All of This Applies to the Guitar
Each of the strings on the guitar is named with a note from the musical alphabet. The thinnest string with the highest pitch, the 1st string, is called E. The 2nd thinnest string, or 2nd string, is called B. Moving up another string, the 3rd string is a G. The 4th string is a D. The 5th string is an A, and the 6th string, the thickest, is an E. Pluck the 1st and 6th strings together, and notice how, even though the 1st string has a higher pitch, they sound ‘the same.’
Remember, as the musical alphabet repeats, the same notes occur at higher pitches. In this case, the alphabet, starting on the E of the lowest 6th string, repeats twice before the E of the highest 1st string is reached. (E F G A B C D E F G A B C D E) This distance is an intervallic distance of two octaves. One octave is the distance between the same note when it repeats as the musical alphabet progresses. For example, with the alphabet C D E F G A B C, there is an octave distance between the two C’s.
The neck of the guitar is lined with frets. As each string is fretted (depressed behind a fret so that the fret acts as the string’s node) on frets closer and closer to the body of the guitar, the pitch is raised one half step for each higher fret.
Take the 6th string, which plays the note E when picked in open position (unfretted). Fretting the 1st fret and picking the string again, we have raised the pitch one half step. So, the note on the 1st fret is one half step above E. Remembering that there is a half step between E and F, we can name the note on the 1st fret of the 6th string as F.
Fretting the 2nd fret produces a note one half step higher than F. To name this note, we must use the sharp (#) sign. The note is F#, or F sharp.
Going up to the 3rd fret gives us a note one half step higher than F#. So, this note is two half steps above F. The note on the 3rd fret of the 6th string is G.
Now, let’s fret the 2nd fret, producing a note one half step lower than G. To perform this alteration, we must use the flat sign (b). The note is Gb, or G flat.
We just called the note on the 2nd fret both F# and Gb. The two enharmonic names describe the same note.
This system holds true for each string; the note on each successively higher fret is one half step higher than the previous, lower note. For example, the first 4 notes on the 2nd string (the 2nd highest string), from open position, are B, C, C#/Db, D.
If you are feeling overwhelmed, don’t worry. Read back over this lesson with your guitar in hand, and try going up each string naming notes as you fret the 1st, 2nd, 3rd, 4th, 5th….. frets on each string, one string at a time.