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Key Transpose Calculator

Transpose chords and keys by semitones

New Key

C

Semitones

+0

Capo

None

Transposed Key

C

+0 semitones from C

Capo Position

None

Interval

0 half-steps

Chord Transposition

1C
→C
2Dm
→Dm
3Em
→Em
4F
→F
5G
→G
6Am
→Am
7Bdim
→Bdim

Nashville Numbers

1

C

2

Dm

3

Em

4

F

5

G

6

Am

7

Bdim

Example Calculations

1Transpose from C to G (+7 semitones)

Inputs

Original KeyC
Transpose+7 semitones

Result

New KeyG
C →G
Dm →Am
F →C
Capo (using C shapes)Fret 7

C is index 0. Adding 7 semitones: (0+7) mod 12 = 7 = G. Each chord in the key shifts by +7: Dm(2)→09=Am, Em(4)→11=Bm, F(5)→00=C (mod 12), G(7)→02=D, Am(9)→04=Em.

2Transpose from G to E (–3 semitones)

Inputs

Original KeyG
Transpose–3 semitones

Result

New KeyE
G →E
C →A
D →B
Em →C#m

G is index 7. Subtracting 3: (7–3) = 4 = E. Each chord shifts by –3 semitones: C(0)→09=A, D(2)→11=B, Em(4)→01=C#m, Am(9)→06=F#m.

3Find capo position for key of D using G shapes

Inputs

Target KeyD
Chord ShapesG

Result

Capo PositionFret 7
G shape →D
C shape →G
Em shape →Bm

D is index 2, G is index 7. Capo fret = (2 – 7 + 12) mod 12 = 7. Place capo on fret 7 and play G, C, D, Em shapes to sound D, G, A, Bm.

Frequently Asked Questions

Q

How do I transpose chords to a different key?

Count the number of semitones between the original key and target key. Move each chord the same number of semitones. For example, transposing from C to G is +7 semitones, so Am becomes Em, F becomes C, and G becomes D.

  • C to D = +2 semitones (whole step up)
  • C to G = +7 semitones (perfect fifth up)
  • C to F = +5 semitones (perfect fourth up)
  • Each semitone is one fret on guitar
  • Sharps and flats follow the chromatic scale
Original (Key of C)+2 (Key of D)+5 (Key of F)+7 (Key of G)
CDFG
DmEmGmAm
EmF#mAmBm
FGBbC
GACD
AmBmDmEm
Q

What capo position do I need to play in a different key?

Place the capo at the fret equal to the number of semitones you need to transpose up. To play a song in G using C-shape chords, put the capo on fret 7. To play in E using D shapes, capo on fret 2.

  • Capo fret 1 = up 1 semitone (C shapes play C#/Db)
  • Capo fret 2 = up 2 semitones (C shapes play D)
  • Capo fret 3 = up 3 semitones (C shapes play Eb)
  • Capo fret 5 = up 5 semitones (C shapes play F)
  • Capo fret 7 = up 7 semitones (C shapes play G)
Capo FretC Shape Sounds AsG Shape Sounds AsD Shape Sounds As
0 (Open)CGD
2DAE
3EbBbF
5FCG
7GDA
Q

What is the Nashville Number System?

The Nashville Number System assigns numbers 1–7 to the scale degrees of a key. In C major: 1=C, 2=Dm, 3=Em, 4=F, 5=G, 6=Am, 7=Bdim. This lets musicians transpose instantly by thinking in numbers instead of chord names.

  • 1 = root chord (major)
  • 2 = second degree (minor)
  • 3 = third degree (minor)
  • 4 = fourth degree (major)
  • 5 = fifth degree (major)
  • 6 = sixth degree (minor)
  • 7 = seventh degree (diminished)
NumberKey of CKey of GKey of DQuality
1CGDMajor
2DmAmEmMinor
4FCGMajor
5GDAMajor
6AmEmBmMinor
Q

How many semitones are between two keys?

There are 12 semitones in an octave. The chromatic scale is: C, C#, D, D#, E, F, F#, G, G#, A, A#, B. Count the steps between two notes. C to E = 4 semitones. C to G = 7 semitones.

  • Half step (minor 2nd) = 1 semitone
  • Whole step (major 2nd) = 2 semitones
  • Minor 3rd = 3 semitones
  • Major 3rd = 4 semitones
  • Perfect 4th = 5 semitones
  • Perfect 5th = 7 semitones
IntervalSemitonesExample from CSound Character
Minor 2nd1C → C#Tense, chromatic
Major 2nd2C → DWhole step
Major 3rd4C → EBright, happy
Perfect 5th7C → GOpen, strong
Octave12C → CSame note, higher
Q

Should I transpose up or down to match my vocal range?

Transpose down if you strain on high notes, up if the melody is too low. Most singers have a 1.5–2 octave range. Try moving 2–3 semitones at a time. For guitar, transposing down often means harder chord shapes, so use a capo to transpose up instead.

  • Male vocal range: typically A2–A4 (bass to tenor)
  • Female vocal range: typically A3–A5 (alto to soprano)
  • Try ±2–3 semitones first for comfort
  • Capo makes transposing up easy on guitar
  • Piano can transpose in any direction equally

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Last Updated: Mar 25, 2026

This calculator is provided for informational and educational purposes only. Results are estimates and should not be considered professional financial, medical, legal, or other advice. Always consult a qualified professional before making important decisions. UseCalcPro is not responsible for any actions taken based on calculator results.

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