Cadences
Wow. This assignment was much harder than I thought it would be.
When I read the prompt, I figured that I would easily be able to find a song
with an IAC/HC into a PAC but it took me a while to find something. Also this
"something" might not even actually have an IAC or an HC, but I
figured that I would take a whack at it since it sounds like it does. Of
course, I’m no professional at determining cadences within a song. In fact, I
hadn’t even heard the term “cadence” before a week ago. So bear with me while I
try to explain cadences through a song.
The song I chose is “Ring of Fire”
by Johnny Cash. I discovered this song and therefore Johnny Cash at the
beginning of high school when I was forced to watch “Walk the Line” with my
family for family movie night. Little did I know that this horrible event, at
the time, would alter my love for music. As soon as Joaquin Phoenix (the actor
playing Johnny Cash) started to sing “Folsom Prison Blues”, I fell in love with
the music. So, here is my attempt to point out a cadence within a song with one
of my favorite Johnny Cash songs:
Ring
of Fire by Johnny Cash: https://www.youtube.com/watch?v=It7107ELQvY
After humming along with the tune
for about 20 minutes, I finally figured out that the end of the first phrase
ends with “mi” on the word “ring”. This occurs at the 0:16 mark in the video. I
believe that the second phrase then ends with “do” on the word “fire” at 0:27.
If this is the case, then that would mean that the first phrase ends with an
Imperfect Authentic Cadence (IAC), an open cadence and the second phrase ends
with a Perfect Authentic Cadence (PAC), a closed cadence. This would mean that
these two phrases combine to form a period, which occurs when the first phrase
ends in an open cadence and the second phrase ends in a closed cadence.
Well, there was my attempt to
explain the cadences (if there are even any) in “Ring of Fire” by Johnny Cash. It
might have been poor; it might have been rich. Whichever it is, I look forward
to knowing for sure what the cadences are.
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