keyboard club-lesson 1
TRANSCRIPT
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Keyboard Club: Week 1
Mr Gordon & Mr Canning
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RULES
1. Keyboard of or volume don !en"ea#!er i$ $%eaking
. We ill make you %ro'e$$ional mu$i#ian$
(. Mu$i# i$ no" !ard i$ un'amiliar) %ra#"i#emake$ %er'e#"
*.We are going "o !ave+U,
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Learning -be#"ive$
Game$
Learn $ome maor $#ale$Learn a ne $ong
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Maor S#ale
/ maor $#ale i$ made u% o' 0 no"e$ and $"ar"$ and
end $ on "!e $ame no"e. E.g. S"ar"$ on C and end$on C
C Maor
S#ale
+ MaorS#ale
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U%"on +unk 2runo
Mar$
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3a$k$ +igure ou" "!e$e line$ and %lay "!em on "!ekeyboard
3a$k 1
4 4 G + 4G + C
4 4 4 4
4 4
3a$k
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2ar 1
2ar
2ar (
3ea Cofee Re$"
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2ar 1
2ar
2ar (
1 55 and Re$"
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Li$"ening 3o Mu$i# /nd Sound$
Li$"ening i$ u$" a$ im%or"an" a$ %laying li$"en "o "!e$ong$ and gue$$ "!e genre on mu$i#.
6o%
Ro#k
Reggae
7a88
Cla$$i#al 9i% 9o%
-"!er Genre$
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3a$k$ +igure ou" "!e$e line$ and %lay "!em on "!ekeyboard
4 4 G + 4G + C
4 4 4 4
4 4
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er$e 1 ;Melody and2a$$ Line
+ + C 4 4 C 4 4C 4 4
4 4 4 4 G G
G G
1
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er$e 1 ;2ar$ ( and *
+ + C 4 4 C 4 4C 4 4
4 4 4 4 G G
G G
1
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2ar$ < and =
C C C C C CC 4
and 0 C!ord$
D Minor Chord - Root G Minor chord (2ndInversion)
AFD
Bb
G
D
>
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C!ord$
Maor C!ord$Chords are several notes or intervals playedtogether. There different types of chordse.g. Major chords, Minors chords,Augmented chords and Diminished chords.
The basic chord has three notes, also knownas a triad.
ou can recogni!e a major chord when youhear it because it sounds happy.
"et#s take a look at the major chord startingon C.
This is also called the C major chord.
The $C major chord$ consists of three notesC, %, &.
'lay all the notes separately, then together.
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?nver$ion$
C!ord ?nver$ion$
/ #!ord !a$ a$ many%o$$ible positionsa$ i" !a$ no"e$.
Sin#e our "riad above !a$ "!ree
no"e$) "!ere are "!ree %o$$ible%o$i"ion$: roo" %o$i"ion) Ar$"inver$ion and $e#ond inver$ion.
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Minor C!ord$
Minor Chords
Minor C!ord$ $ound $ad
9ere are #!ord$ "!a" e areu$ing in U%"on +unk %layed in "!e
roo" %o$i"ion. 3ry "o %lay "!em,o "!a" you !ave %layed "!em in"!e roo" %o$i"ion le"$ "ry "o inver""!e #!ord$
Root PositionB 4 + /
1st Inversion B + / 4
2ndInversion B / 4 +
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?nver"ed C!ord$
Root PositionB4 + /
1st InversionB + / 4
2ndInversion B/ 4 +
Root PositionB G2b 4
1st Inversion B 2b4 G
2ndInversion B 4
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Make you on $ong u$ing ( #!ord$............
Eg. C Maor ) G Maor) + Maor) G Maor ) C Maor
ou give i" a goD
C Maor )55Maor)55 Maor)55 Maor ) CMaor