Harmony Simplified: a Simple And Systematic Exposition of the Principles of ...
Harmony Simplified: a Simple And Systematic Exposition of the Principles of ...
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In our eReader you can find the full English version of the book. Read Harmony Simplified: a Simple And Systematic Exposition of the Principles of ... Online - link to read the book on full screen. Our eReader also allows you to upload and read Pdf, Txt, ePub and fb2 books. In the Mini eReder on the page below you can quickly view all pages of the book - Read Book Harmony Simplified: a Simple And Systematic Exposition of the Principles of ...
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How to accomplish this is shown in § 247. If shown to be a Fundamental chord, either with or without the Root, we may proceed as follows : — Com- pare the notes as shown in § 29, to discover which note is relatively the " sharpest" and which the "flattest." In comparing the notes, the sharpest one will be the Leading-note. ( Tht Jiattest note will be the 9th, if it is a Chord of the 9th, otherwise it will be the 7th.) The Leading-note being a Major 3rd above the Root of a Fundamental Dependent ...chord, to find the Root when the Leading-note is known simply count a Major 3rd down- ward from that Leading-note. ( N. B. The Root may not be present in the chord. It never is in chords of the Diminished 7th.) When the Root is found, it can be proven by the " flattest" notes, which should be the 9th or the 7th from the Root as above shown. ( For further explanation of this point, see " How to Modulate," p. 18.) Root 251. Illustration of preceding Section. To find the of E^E^^z:r. Comparing the notes to find the "sharpest" note, we see that B is represented by five sharps ; D by two sharps ; F by one flat ; and Ab by four flats; consequently B is the " sharpest" note, and there- fore the Leading-note.
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You can find similar books in the "Read Also" column, or choose other free books by F H Frank Hartson Shepard to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
How to accomplish this is shown in § 247. If shown to be a Fundamental chord, either with or without the Root, we may proceed as follows : — Com- pare the notes as shown in § 29, to discover which note is relatively the " sharpest" and which the "flattest." In comparing the notes, the sharpest one will be the Leading-note. ( Tht Jiattest note will be the 9th, if it is a Chord of the 9th, otherwise it will be the 7th.) The Leading-note being a Major 3rd above the Root of a Fundamental Dependent ...chord, to find the Root when the Leading-note is known simply count a Major 3rd down- ward from that Leading-note. ( N. B. The Root may not be present in the chord. It never is in chords of the Diminished 7th.) When the Root is found, it can be proven by the " flattest" notes, which should be the 9th or the 7th from the Root as above shown. ( For further explanation of this point, see " How to Modulate," p. 18.) Root 251. Illustration of preceding Section. To find the of E^E^^z:r. Comparing the notes to find the "sharpest" note, we see that B is represented by five sharps ; D by two sharps ; F by one flat ; and Ab by four flats; consequently B is the " sharpest" note, and there- fore the Leading-note.
What to read after Harmony Simplified: a Simple And Systematic Exposition of the Principles of ...?
You can find similar books in the "Read Also" column, or choose other free books by F H Frank Hartson Shepard to read onlineMoreLess
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