C-G=1
-	G-D=2	-	D-A=3		
Let's	try	one	with	flats;	imagine	a	key	signature	with	6	flats.	Again,	we	are	simply	going	to	count	6	
steps	round	the	circle	of	5ths	anticlockwise	(because	we're	dealing	with	flats)	from	C.	This	time	we	
get...		
C	-	F	=1F	-	Bb	=	2	-	Bb	-	Eb	=	3	-	-	Eb	-	Ab	=	4	-	Ab	-	Db	=	5	-	Db	-	Gb	=	6	
So,	the	key	represented	by	6	flats	is	Gb	major.		
3.	Writing	Key	Signatures:	
Try	this	yourself	and	see	how	you	get	on.	It	is	pretty	simple	when	you	get	the	hang	of	it	-	just	
remember	to	always	count	from	C	and	to	go	clockwise	for	sharps	and	anticlockwise	for	flats.		
Remember,	you	will	NEVER	have	a	key	signature	containing	sharps	and	flats.		
We	can	use	the	circle	of	5ths	to	help	us	write	key	signatures	too	-	it's	really	just	the	reverse	of	what	
we	have	just	noted	above.	So,	if	someone	asks	you	to	write	the	key	signature	for	D	major,	you	
would	simply	count	the	steps	from	C	until	you	get	to	D:	C-G=1	G-D=2	So,	D	is	2	steps	around	the	
circle	of	5ths	from	C	-	we	know	that	the	number	of	steps	away	from	C	tells	us	how	many	sharps	(or	
flats)	we	need	-	therefore,	D	requires	2	sharps.		
We	know	the	order	of	sharps	to	be	F	C	G	D	A	E	B	so	if	the	key	signature	needs	two	sharps	we	use	
the	first	2.		
So,	D	major	needs	F#	and	C#!		
4.	Appearance	of	Key	Signatures:		
(a)	Key	signatures	with	SHARPS:		
It	is	important	that	we	make	sure	that	key	signatures	are	written	in	the	correct	way	-	that	is,	that	
we	ensure	they	are	displayed	properly.	This	is	important	because	we	need	to	be	able	to	glance	
quickly	and	recognise	them.	When	we	get	used	to	looking	at	key	signatures	we	often	recognise	
them	by	their	appearance,	rather	than	by	looking	at	every	single	individual	sharp	or	flat.	The	one	
thing	to	be	aware	of	is	that	the	way	key	signatures	look	can	vary	depending	on	the	clef.	We	discuss	
clefs	later	this	week	but	for	now,	the	following	is	a	useful	graphic	showing	how	key	signatures	look	
in	each	of	the	common	clefs:	
(b)	Key	Signatures	with	FLATS