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never figured that out... and for that matter why do I have to play it 5 times
Speaking of 5ths, why is it called Beethoven's 5th? It is obvious that it's all 3rds?
Speaking of 5ths, why is it called Beethoven's 5th? It is obvious that it's all 3rds?
To me this whole discussion sounds altered.
Not many times, but always. "Practice precedes theory" is a well-known saying.Many times the theory is invented afterwards to try to explain things that happen.
I know this is true for Architecture.


Not many times, but always. "Practice precedes theory" is a well-known saying.
Musical practices of a certain era are studied and codified by later practitioners and scholars.
Bach wrote his counterpoint the way he did without any text book to guide him. Same with Mozart's music, etc. etc.
Which came first ...
The music or the theory?
Both Mozart and Bach had formal training in music theory and read plenty of text books.
Funny how this background didn't prevent them from being amongst the most innovative and influential figures in Western music history.
Anyways, music theory is based on what we have designated as our musical setup. If you look at a piano, we have sharps/flats and whole tones. There is a sharp/flat between each note except BC and EF. Why? I think it was partly due to making the piano an instrument that can actually be manipulated. If there was a black key between every white key.. how would anyone know where middle C is located?
I assume your music education may be limited so please don't take it personally if your question and explanations here were hypothetical.
As for middle C, it's usually the starting point in Piano lessons due to it's simplicity to understand and is in the middle of the keyboard. You are incorrect suggesting that it was made that way for ease and location.
The musical scale was discovered centuries ago by a Greek mathematician and the intervals of semi tones and whole tones have long been determined. So your hypothesis would suggest that a extra black key in every octave would have made middle C harder to find so pianos weren't built with it. That is incorrect.
As for sharps/flats, it is key dependent if a sharp or flat can be a black or white key. The F# Major scale has an E# in it, yet the key one would visualize if they didn't know better is the F key. That would be a enharmonic equivalent. This same scales enharmonic equivalent would be the Gb Major scale which has a Cb in it's key signature yet one would probably view that as a B.
All instruments of pitch follow the same rules yet obviously not all have white and black keys or frets to locate notes. This is where knowing and hearing the difference between whole tones and semi tones come into play.
Here is $20.00 worth of music lessons...
White keys and black keys can be both whole tones and half tones dependent to what key you are playing in. Take any key of the Major scale and the formula in order of whole tones and semi tones are the same, i.e.
Whole Tone - W.Tone - Semitone - W.Tone - W.Tone - W.Tone - Semitone- W.tone (octave)
So yes a C major scale, the most basic because there are no "black" keys is nothing more than C D E F G A B C and the 2 semi tones are between E-F and B-C .
But if you played an E major scale the notes would be E F# G# A B C# D# E and the semi tones would fall between G# and A and D# and E
So you can see the semi tones are always after the third note and the seventh note from the root in every key signature of the Major scale and could be a black key or white.
When you learn the basic building blocks of scales and chords and how they are constructed, the formulas are the same in every key signature.
Music theory isn't hard at all, in the beginning at least. A lot of it is based off formulas and methods to ease the learning process. It is in the grasps of everyone but I'm sorry to say that most people are too lazy and make up every kind of excuse to justify not learning it.![]()
suspend your judgment.
You sure look like Anthony Jackson...are you?
no but i look quite a bit like him at some points