Harmony

Circle of Fifths Explained: A Visual Guide for Beginners

The circle of fifths is a map of the twelve keys arranged so that neighbours share almost all their notes — and once you can read it, it tells you a key’s sharps and flats, the chords a song will use, where its relative minor is, and how far you can change key before anyone notices.

Intermediate · 5 sections

CAmGEmDBmAF♯mEC♯mBC♭G♯mA♭mF♯G♭D♯mE♭mD♭C♯B♭mA♯mA♭FmE♭CmB♭GmFDmCircle of fifthsC major
Key signature
no sharps or flats
Notes
Chords
IiiiiiIVVvivii°
Shared notes
Shares 6 of 7 notes with F major · B becomes B♭ · 1 step roundShares 6 of 7 notes with G major · F becomes F♯ · 1 step round
Every position on the circle of fifths, with its major key, its relative minor and its key signature.
StepMajor keyRelative minorKey signatureWhich accidentals
0C majorA minorno sharps or flatsnone
1G majorE minor1 sharpF♯
2D majorB minor2 sharpsF♯ C♯
3A majorF♯ minor3 sharpsF♯ C♯ G♯
4E majorC♯ minor4 sharpsF♯ C♯ G♯ D♯
5B major / C♭ majorG♯ minor / A♭ minor5 sharpsF♯ C♯ G♯ D♯ A♯
6F♯ major / G♭ majorD♯ minor / E♭ minor6 sharpsF♯ C♯ G♯ D♯ A♯ E♯
7D♭ major / C♯ majorB♭ minor / A♯ minor5 flatsB♭ E♭ A♭ D♭ G♭
8A♭ majorF minor4 flatsB♭ E♭ A♭ D♭
9E♭ majorC minor3 flatsB♭ E♭ A♭
10B♭ majorG minor2 flatsB♭ E♭
11F majorD minor1 flatB♭

Why the Twelve Keys Are Drawn in a Ring

Two runs of seven notes, then a third from the other side of the world. Do not try to name anything. Just judge how closely each one is related to the first.

The first run
The first two runs sit next to each other on the ring and have six of their seven notes in common. The third sits directly opposite and has two. That is the whole idea, and everything else on this page follows from it.
RunIts seven notesShared with the firstDistance round the ring
The firstC D E F G A B7 of 7Home
Next-doorG A B C D E F♯6 of 71 step
Two doors alongD E F♯ G A B C♯5 of 72 steps
The opposite sideF♯ G♯ A♯ B C♯ D♯ E♯2 of 76 steps
CAmGEmDBmAF♯mEC♯mBC♭G♯mA♭mF♯G♭D♯mE♭mD♭C♯B♭mA♯mA♭FmE♭CmB♭GmFDmCircle of fifthsC major
Notes
Shared notes
Shares 6 of 7 notes with F major · B becomes B♭ · 1 step roundShares 6 of 7 notes with G major · F becomes F♯ · 1 step round
Every position on the circle of fifths, with its major key, its relative minor and its key signature.
StepMajor keyRelative minorKey signatureWhich accidentals
0C majorA minorno sharps or flatsnone
1G majorE minor1 sharpF♯
2D majorB minor2 sharpsF♯ C♯
3A majorF♯ minor3 sharpsF♯ C♯ G♯
4E majorC♯ minor4 sharpsF♯ C♯ G♯ D♯
5B major / C♭ majorG♯ minor / A♭ minor5 sharpsF♯ C♯ G♯ D♯ A♯
6F♯ major / G♭ majorD♯ minor / E♭ minor6 sharpsF♯ C♯ G♯ D♯ A♯ E♯
7D♭ major / C♯ majorB♭ minor / A♯ minor5 flatsB♭ E♭ A♭ D♭ G♭
8A♭ majorF minor4 flatsB♭ E♭ A♭ D♭
9E♭ majorC minor3 flatsB♭ E♭ A♭
10B♭ majorG minor2 flatsB♭ E♭
11F majorD minor1 flatB♭

The circle of fifths is the twelve keys of Western music arranged in a ring, in the order that places the most similar keys next to each other.

A key is simply the set of seven notes a piece of music mostly stays inside, named after the note it treats as home. There are twelve of them, because there are twelve notes to start from. Each one leaves five notes out, and which five it leaves out is what makes two keys sound close or distant.

Sort the twelve by similarity and you do not get a line, you get a loop — because the key most distant from home is equally distant whichever way you walk, and walking far enough in one direction brings you back. Each step around that loop turns out to be the interval called a perfect fifth, which is where the name comes from. The fifth is the consequence, not the premise: the ordering is by shared notes, and the fifth is what that ordering happens to be made of.

This is why the diagram is worth learning at all. It is not a list of facts about keys. It is a ruler, and the thing it measures is musical distance — between two keys, between two chords, between where a song is and where it is going.

  • Fact

    Keys next to each other on the circle share six of their seven notes and differ in exactly one. No other arrangement of the twelve keys puts so few changes between neighbours.

  • Fact

    Keys directly opposite each other share only two notes of seven. Distance round the circle and distance in sound are the same measurement.

  • Convention

    The diagram is usually drawn clockwise, with home at the top. Nothing musical depends on that; a chart drawn the other way says exactly the same thing.

Play a major scale on your own instrument. Then play it again starting a fifth higher, changing as few notes as you can get away with. You will find exactly one note has to move, and your ear will tell you which one before your theory does.

Check 1

Going from the first run to its neighbour, {note:F4} became {note:F#4}. Take one more step in the same direction. Predict which note has to change next.

Counting Steps Round Gives You the Sharps and Flats

Four runs, each a fifth above the last. Each keeps every altered note the one before it had, and alters one more. Count how many you can hear accumulating.

No alterations
Going clockwise, each key keeps every sharp the last one had and adds one more. Going anticlockwise, each adds a flat the same way. The count is just how far round you have walked.
KeySteps from CAccidentalsWhich ones, in order
C major00—
G major1 clockwise1F♯
D major2 clockwise2F♯ C♯
A major3 clockwise3F♯ C♯ G♯
F major1 anticlockwise1 flatB♭
CAmGEmDBmAF♯mEC♯mBC♭G♯mA♭mF♯G♭D♯mE♭mD♭C♯B♭mA♯mA♭FmE♭CmB♭GmFDmCircle of fifthsC major
Key signature
no sharps or flats
Every position on the circle of fifths, with its major key, its relative minor and its key signature.
StepMajor keyRelative minorKey signatureWhich accidentals
0C majorA minorno sharps or flatsnone
1G majorE minor1 sharpF♯
2D majorB minor2 sharpsF♯ C♯
3A majorF♯ minor3 sharpsF♯ C♯ G♯
4E majorC♯ minor4 sharpsF♯ C♯ G♯ D♯
5B major / C♭ majorG♯ minor / A♭ minor5 sharpsF♯ C♯ G♯ D♯ A♯
6F♯ major / G♭ majorD♯ minor / E♭ minor6 sharpsF♯ C♯ G♯ D♯ A♯ E♯
7D♭ major / C♯ majorB♭ minor / A♯ minor5 flatsB♭ E♭ A♭ D♭ G♭
8A♭ majorF minor4 flatsB♭ E♭ A♭ D♭
9E♭ majorC minor3 flatsB♭ E♭ A♭
10B♭ majorG minor2 flatsB♭ E♭
11F majorD minor1 flatB♭

A key signature is the set of sharps or flats printed at the start of a stave, declaring once which notes are altered for the whole piece rather than marking each one as it occurs.

The circle replaces twelve separate lists with one rule: count the steps. Nobody needs to memorise that D major has two sharps — D is two steps clockwise from C, so it has two, and they are the first two in a running order that never varies: F, C, G, D, A, E, B. Three steps means the first three of that list, and so on to seven.

The flat side works identically in the other direction, and its running order is the sharp order read backwards: B, E, A, D, G, C, F. One step anticlockwise from C is F major, which has one flat, and it is B flat every time.

Notice what this buys you. Two things are worth committing to memory — a seven-word list and the fact that flats reverse it — and from those two you can rebuild any key signature in a few seconds. That is a far better bargain than fifteen memorised pictures, and much harder to get wrong under pressure.

  • Fact

    Sharps are added in the order F, C, G, D, A, E, B, and flats in that order reversed. A key with three sharps always has F sharp, C sharp and G sharp — never a different three.

  • Fact

    The number of accidentals equals the number of steps from C. Two steps clockwise is two sharps; two steps anticlockwise is two flats.

  • Convention

    Where the circle is cut — whether the key six steps round is written as F sharp major with six sharps or G flat major with six flats — is a spelling choice. The two sound identical, and a piece picks whichever gives its players fewer accidentals to read.

Pick three keys at random. Without looking anything up, count their steps from C round the circle and write out their sharps or flats in the fixed order. Then check against a chart. Most people get all three right the first time, which is the point of the tool.

Check your three keys: tap each on the circle and read its signature

Check 1

This run is the key three steps clockwise from C. Which three sharps does it have?

A Song’s Main Chords Are Its Neighbours

Four chords. Three different ones, and the first comes back at the end. Play it twice, then keep the sound of it: you have heard this more times than you could count.

The four chords
The home key and the two positions touching it. Those three chords carry an enormous share of Western popular song, and on the circle they are literally side by side.
Position on the circleChord in C majorIts job
One step anticlockwiseMoves away from home without much tension
HomeHome itself
One step clockwisePulls back to home hardest of the three
CAmGEmDBmAF♯mEC♯mBC♭G♯mA♭mF♯G♭D♯mE♭mD♭C♯B♭mA♯mA♭FmE♭CmB♭GmFDmCircle of fifthsF major
Chords
IiiiiiIVVvivii°
Every position on the circle of fifths, with its major key, its relative minor and its key signature.
StepMajor keyRelative minorKey signatureWhich accidentals
0C majorA minorno sharps or flatsnone
1G majorE minor1 sharpF♯
2D majorB minor2 sharpsF♯ C♯
3A majorF♯ minor3 sharpsF♯ C♯ G♯
4E majorC♯ minor4 sharpsF♯ C♯ G♯ D♯
5B major / C♭ majorG♯ minor / A♭ minor5 sharpsF♯ C♯ G♯ D♯ A♯
6F♯ major / G♭ majorD♯ minor / E♭ minor6 sharpsF♯ C♯ G♯ D♯ A♯ E♯
7D♭ major / C♯ majorB♭ minor / A♯ minor5 flatsB♭ E♭ A♭ D♭ G♭
8A♭ majorF minor4 flatsB♭ E♭ A♭ D♭
9E♭ majorC minor3 flatsB♭ E♭ A♭
10B♭ majorG minor2 flatsB♭ E♭
11F majorD minor1 flatB♭

The primary chords of a key are the three major chords built on its first, fourth and fifth degrees — the home chord and its two immediate neighbours on the circle. (also called I, IV and V, roman-numeral analysis, where the three are numbered by scale degree)

This is the second thing the circle gives you, and for a player it is the most immediately useful. Told that a song is in C, you can predict before hearing a note that and are very likely in it, because on the circle they are the two positions touching C. Told that a song uses C, F and G, you can say with some confidence that it is in C — the key is the one in the middle.

It works for the reason §1 established. A chord from an adjacent position is built almost entirely from notes the home key already has, so it fits without sounding like a departure. A chord from the far side shares almost nothing, and sounds like the surprise it is.

The circle will not tell you the order the chords come in, how long each lasts, or which minor chords a song leans on. It narrows the field, which when you are trying to play along with something is most of the battle.

  • Fact

    The chords a fifth above and a fifth below the home chord are built entirely from notes the home key already contains, which is why they are available inside it without altering anything.

  • Tendency

    A very large share of folk, blues, country and pop songs use only these three chords, or these three plus the relative minor.

    Applies to: Western popular song; jazz and classical repertoire range much more widely

In real music

  • Twist and Shout, The Beatles — the whole song cycles the home chord and its two neighbours, and never leaves them

See also

Take a song you can play. Write down its chords, then find each one on the circle. If most of them cluster in one small arc, the key is at the middle of that arc — you have just worked out a song’s key from its chords alone.

Light up any key’s neighbours and see the song’s chords sitting in one arc

Check 1

A song uses these three chords. Which key is it most likely in?

The Relative Minor Sits Directly Inside

Two runs using exactly the same seven notes, and two chords to follow. Nothing has been added or taken away between them — only the note they start and finish on.

Starting from one note
Each position carries a major key on the outside and a minor key on the inside. The pair share a key signature, which is the same thing as saying they share all seven notes.
Major keyRelative minorShared key signature
C majorA minorNo sharps or flats
G majorE minorOne sharp
F majorD minorOne flat
D majorB minorTwo sharps
CAmGEmDBmAF♯mEC♯mBC♭G♯mA♭mF♯G♭D♯mE♭mD♭C♯B♭mA♯mA♭FmE♭CmB♭GmFDmCircle of fifthsC major
Key signature
no sharps or flats
Notes
Every position on the circle of fifths, with its major key, its relative minor and its key signature.
StepMajor keyRelative minorKey signatureWhich accidentals
0C majorA minorno sharps or flatsnone
1G majorE minor1 sharpF♯
2D majorB minor2 sharpsF♯ C♯
3A majorF♯ minor3 sharpsF♯ C♯ G♯
4E majorC♯ minor4 sharpsF♯ C♯ G♯ D♯
5B major / C♭ majorG♯ minor / A♭ minor5 sharpsF♯ C♯ G♯ D♯ A♯
6F♯ major / G♭ majorD♯ minor / E♭ minor6 sharpsF♯ C♯ G♯ D♯ A♯ E♯
7D♭ major / C♯ majorB♭ minor / A♯ minor5 flatsB♭ E♭ A♭ D♭ G♭
8A♭ majorF minor4 flatsB♭ E♭ A♭ D♭
9E♭ majorC minor3 flatsB♭ E♭ A♭
10B♭ majorG minor2 flatsB♭ E♭
11F majorD minor1 flatB♭

The relative minor of a major key is the minor key built on its sixth degree, which uses the same seven notes and therefore the same key signature.

On the circle it is the ring inside, and that placement is the whole lesson: a major key and its relative minor are not two things to be learned separately but one set of notes read from two starting points. Learn the sharps for G major and you have learned them for E minor at the same time, at no extra cost — which halves the amount of memorising the previous section asked of you.

It also answers a question that troubles beginners: how a piece in a minor key can have a "happy" key signature. A piece with one sharp might be in G major or in E minor, and the signature cannot tell you which. What tells you is which note the music keeps returning to, and which chord ends its phrases.

For a songwriter the practical value is a free change of mood. Moving from a major key to its relative minor requires no new notes at all, which is why so many songs have a bright verse and a darker middle section and never once sound as though they have gone somewhere strange.

  • Fact

    A major key and its relative minor contain exactly the same seven notes; the minor starts on the sixth degree of the major, three half steps below its tonic.

  • Fact

    A key signature alone cannot distinguish a major key from its relative minor. Which of the two is in force depends on where the music rests.

  • Tendency

    A minor-key piece often raises its seventh note, which appears as an accidental rather than in the key signature — and is usually the clearest written sign that the minor, not the major, is in force.

    Applies to: Common-practice tonal music and the popular music that inherited the habit

In real music

  • Hotel California, Eagles — the verse sits in a minor key and the chorus lifts towards its relative major without changing a single note of the scale

Take a major scale you know and play it from its sixth note up to the sixth note an octave higher, using no new notes. Then play the two home chords one after the other — the major on the first degree, the minor on the sixth. The change of mood costs nothing but a change of starting point.

Check 1

A piece has one flat in its key signature and rests on a minor chord. Which key is it in?

Distance Round the Circle Is How Big a Key Change Sounds

Two passages. Both end somewhere other than where they began. One makes the move sound inevitable and the other makes it sound like an edit.

The smooth one
C and G are neighbours; C and E flat are three steps apart. The first move changes one note of the scale and the second changes three, which is what the ear is reacting to.
MoveSteps on the circleNotes that changeHow it lands
C to G1 clockwiseOne: F becomes F♯Barely noticed; feels like a lift
C to F1 anticlockwiseOne: B becomes B♭Barely noticed; feels like a settle
C to A minorInside the same positionNoneA change of mood, not of key signature
C to E flat3 anticlockwiseThreeObvious, and usually meant to be
CAmGEmDBmAF♯mEC♯mBC♭G♯mA♭mF♯G♭D♯mE♭mD♭C♯B♭mA♯mA♭FmE♭CmB♭GmFDmCircle of fifthsC major
Shared notes
Shares 6 of 7 notes with F major · B becomes B♭ · 1 step roundShares 6 of 7 notes with G major · F becomes F♯ · 1 step round
Every position on the circle of fifths, with its major key, its relative minor and its key signature.
StepMajor keyRelative minorKey signatureWhich accidentals
0C majorA minorno sharps or flatsnone
1G majorE minor1 sharpF♯
2D majorB minor2 sharpsF♯ C♯
3A majorF♯ minor3 sharpsF♯ C♯ G♯
4E majorC♯ minor4 sharpsF♯ C♯ G♯ D♯
5B major / C♭ majorG♯ minor / A♭ minor5 sharpsF♯ C♯ G♯ D♯ A♯
6F♯ major / G♭ majorD♯ minor / E♭ minor6 sharpsF♯ C♯ G♯ D♯ A♯ E♯
7D♭ major / C♯ majorB♭ minor / A♯ minor5 flatsB♭ E♭ A♭ D♭ G♭
8A♭ majorF minor4 flatsB♭ E♭ A♭ D♭
9E♭ majorC minor3 flatsB♭ E♭ A♭
10B♭ majorG minor2 flatsB♭ E♭
11F majorD minor1 flatB♭

Modulation is a move from one key to another within a piece, so that a new note becomes home. (also called key change)

The circle turns this from a matter of taste into a matter of distance. Adjacent keys share six of seven notes, so moving to one changes almost nothing the listener is holding on to and passes as a lift rather than a jolt. Every step further round changes another note, and by three steps out the move is unmistakable — which is a perfectly good thing to want, provided you know you are asking for it.

The smooth version above works because the chord it turns on belongs to both keys. is the fifth chord of C and the home chord of G, so it can be heard as either, and by the time the listener has decided which, the music has already moved. A chord that belongs to both keys like this is called a pivot.

The blunt instrument is the other option, and it is not a lesser one: the key change that arrives without preparation, usually up a step, near the end of a pop song. That is distance used deliberately, for a jolt. The circle does not tell you which to choose. It tells you which one you are about to do.

  • Fact

    Keys adjacent on the circle differ by exactly one note, so a move between them is the smallest change of key available.

  • Tendency

    A modulation to a neighbouring key is usually heard as a lift or a settle rather than as an event; the further round it goes, the more it announces itself.

    Applies to: Tonal music generally — the effect is about shared notes, so it holds wherever keys are built this way

  • Constraint

    For a first attempt, move one step clockwise and turn on the chord the two keys share. It is the move most likely to work without further study.

    Applies to: A beginner’s first modulation, not a rule about composition

In real music

  • Penny Lane, The Beatles — the verse and chorus sit in different keys a short distance apart on the circle, and the joins pass almost unremarked

Play a four-chord loop in a key you know. Then play it again starting from the key one step clockwise, arriving there through the chord the two keys share. Then try the same loop three steps round instead, and notice how much more the second version announces itself.

Measure the distance between two keys and see what they still share

Check 1

A song in C changes key. Which of these moves would a listener be least likely to notice?

Key Takeaways

  • The circle of fifths arranges the twelve keys by similarity, so that neighbours share six of their seven notes and opposites share two.
  • Counting steps from C gives a key’s sharps or flats, which always arrive in the fixed order F, C, G, D, A, E, B — reversed for flats.
  • A key’s three main chords are the position itself and the two touching it, which is why the circle can predict a song’s chords from its key and its key from its chords.
  • The relative minor sits directly inside each position, sharing every note and every accidental with the major above it.
  • Distance round the circle measures how disruptive a key change will be: one step alters a single note, three steps alter three.
  • The circle narrows the field rather than composing for you — it says what is likely and what is close, not what to write.

Last updated September 22, 2026

Questions

What is the circle of fifths used for?
Four things, in rising order of usefulness: finding a key’s sharps or flats by counting steps, predicting which chords a song will use, locating a key’s relative minor, and judging how disruptive a change of key will sound. All four are the same measurement — distance round the ring — read for different purposes.
Do I need to memorise the circle of fifths?
Not as a picture. What is worth knowing by heart is the order of sharps — F, C, G, D, A, E, B — and that flats run the same list backwards. With those two facts you can rebuild any part of the circle in a few seconds, which is more reliable than a memorised diagram.
Why is it fifths rather than some other interval?
Because the fifth is the move that changes the fewest notes. Go up a fifth and exactly one of a key’s seven notes changes; any other move changes more. The circle is really the twelve keys sorted by similarity, and sorting them that way happens to produce a chain of fifths.
What is the difference between the circle of fifths and the circle of fourths?
They are the same diagram read in opposite directions. Going clockwise by fifths is going anticlockwise by fourths. Jazz musicians often call it the circle of fourths because that is the direction their progressions usually travel, but nothing about the chart changes.
Does the circle work for minor keys too?
Yes. Each position carries a minor key on the inner ring, sharing the outer key’s signature. Everything on this page applies to the inner ring as well: the neighbours of a minor key are the minor keys either side of it, and distance still measures how far apart two keys sound.
Why do some charts show both F sharp and G flat at the bottom?
Because that is where the two directions meet. Six steps clockwise and six anticlockwise arrive at the same set of sounds, spelled one way as six sharps and the other as six flats. The circle closes there, which is why it is a circle rather than a line.
Do I need to read music to use the circle of fifths?
No. Counting steps, finding a song’s likely chords and judging the distance between two keys need no notation at all. Reading becomes useful only for the key signature itself, which is a printed convention — the relationships the circle shows exist whether or not anyone writes them down.

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