Key Transposition Calculator
Transpose music from one key to another. Find the target key, interval name, capo position, and common transposition uses.
About this calculator
Musical transposition works on a closed 12-note cycle -- there are only 12 pitch classes before the names repeat -- so Target Key wraps Semitones to Transpose into a 0-11 range: a 1-semitone drop and an 11-semitone rise land on the identical target note, because both describe the same target pitch class. Interval and Common Use, however, follow the direction you actually asked for rather than that wrapped value -- shifting down 1 semitone is named a minor 2nd down, not the major 7th its wrapped equivalent would suggest, because both outputs should describe the request you typed, not an arbitrary upward-only relabeling of it.
Source Key only changes which note names appear in Target Key, Source Key Signature, and Target Key Signature -- it has no effect at all on Guitar Capo Fret, Interval, or Common Use, since those three outputs depend purely on the size and direction of the shift (Semitones to Transpose), not on which key you started from. Guitar Capo Fret only has a physical answer for upward transpositions, since a capo can only raise pitch: it reads the fret number directly for positive shifts and reads 0 (no capo needed or not achievable) for zero or negative shifts, with Capo Guidance explaining what to do instead -- typically tuning down, or capping an octave higher to reach the same chord shapes.
Inputs
Results
Target Key
F
How to Use This Calculator
- Enter Source Key and Semitones to Transpose.
- Review the Target Key result.
- Use Interval and Common Use to inform your decision.
What each input means
- Source Key
- The original key of the music you want to transpose.
- Semitones to Transpose
- Number of semitones to shift. Positive = up, negative = down.
How this is calculated
Worked example, using the default values
- Identify Input ParametersSource Key = 0, Semitones to Transpose = 5 = 2 input(s) provided
- Calculate Target KeyF = F
- Calculate IntervalIntervalPerfect 4th (P4) up = Perfect 4th (P4) up
- Calculate Common UseCommon UsePerfect fourth up — common for guitar capo = Perfect fourth up — common for guitar capo
Engine last updated . Checked against 3 independently-derived tests — how we verify calculators. Built by Paul Gunder, a software engineer, not a licensed financial, medical, or legal professional.
Frequently Asked Questions
Does Source Key change the Guitar Capo Fret result?
No. Capo Fret and Capo Guidance are derived entirely from Semitones to Transpose -- they represent how many frets up a capo needs to sit to achieve that shift, regardless of which key you started in. Changing Source Key relabels Target Key and both key signatures but leaves Capo Fret, Capo Guidance, Interval, and Common Use untouched.
What does the calculator recommend for a downward transposition, since a capo can't lower pitch?
Guitar Capo Fret reads 0 and Capo Guidance explains that the shift isn't achievable with a capo at all, since a capo can only raise pitch. It suggests tuning down by the requested number of semitones instead, or -- if you'd rather keep standard tuning -- capping at the wrapped upward-equivalent fret to reach the same chord shapes an octave higher, with a note when that fret is high enough on the neck to be cramped.
What's the difference between the Interval output and the Common Use output?
Interval reports the formal music-theory name for the shift, such as "Major 3rd (M3) up" for a 4-semitone rise or "Minor 2nd (m2) down" for a 1-semitone drop. Common Use adds context about why musicians typically make that specific shift -- for example, a 2-semitone move up is labeled a common pop-song key change. Both name the same signed semitone value; neither wraps a downward request into an upward-only label.
How is the Key Signature (sharps/flats count) determined for the source and target keys?
Each key's position is looked up on the circle of fifths, which orders the 12 keys by how many sharps or flats their standard key signature carries. Keys on one side of C accumulate sharps as you move further around the circle; keys on the other side accumulate flats. Source Key Signature and Target Key Signature simply report that count for whichever key each field currently holds.
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