Introduction
A semitone is the smallest step between two notes in Western music. On a piano, it is the move from one key to the very next key, black or white. Twelve semitones make one octave.
This Semitone Calculator works with those steps in three ways:
- Note Interval Finder: Pick two notes, like C4 and G4, and see how many semitones apart they are and what the interval is called.
- Transpose / Add Semitones: Start on a note, move it up or down by any number of semitones, and get the new note.
- Frequency Calculator: Change semitones into hertz, or find how many semitones sit between two frequencies.
Each answer comes with the interval name, the cents value, the frequency ratio, and a step-by-step solution so you can see the math. You can click the piano keys, play the notes to hear them, and switch between sharp and flat spellings.
All the math uses 12-tone equal temperament, the tuning used by most modern instruments. That means 12 semitones per octave and 100 cents per semitone. Music students, singers, songwriters, guitar and piano players, and producers who need to transpose a part or check tuning can all use it.
How to use our Semitone Calculator
Pick a mode, type in your notes or frequencies, and the tool shows the semitone distance, interval name, cents, frequency ratio, and pitch in Hz.
Mode tabs: Choose "Note Interval Finder" to compare two notes, "Transpose / Add Semitones" to move a note up or down, or "Frequency Calculator" to work with Hz.
Input Style: Pick "Text Input" to type a note like C4, or "Dropdown + Octave" to choose the note name and octave from menus.
From Note: Enter your starting note, such as C4, F#3, or Bb4. The range is C0 to B8.
To Note: Enter the second note you want to measure to. The calculator counts the semitones between the two notes.
Swap Notes: Click this to flip the From and To notes and change the direction of the interval.
Piano keyboard: Click "Select From Note" or "Select To Note", then click a key to set that note. Use the arrow buttons to move the keyboard up or down an octave.
Play Interval: Click to hear both notes played one after the other.
Start Note (Transpose mode): Enter the note you want to move, like C4.
Semitone Shift: Type how many semitones to move, from −24 to +24. Plus moves the pitch up, minus moves it down.
Quick Presets: Tap a button like +7 or −5 to fill in a common shift fast.
Calculation Direction: In Frequency mode, pick "Semitone → Frequency" to find a new pitch, or "Frequency → Semitone" to compare two frequencies.
Base Frequency: Enter your starting pitch, such as 440, and choose Hz or kHz.
Show Result In: Pick Hz or kHz for the answer. Both units are shown anyway.
Frequency 1 and Frequency 2: Enter two pitches between 1 Hz and 20,000 Hz to see how many semitones and cents apart they are.
Show as Flat / Sharp: Click to switch note spelling, like C# or Db. The pitch stays the same.
Calculate: Click to update the results, steps, gauge, and chart. Click Reset to go back to the default values.
What Is a Semitone?
A semitone is the smallest step in Western music. On a piano, it is the distance from one key to the very next key, black or white. C to C# is one semitone. E to F is also one semitone, even though both keys are white. Semitones are also called half steps.
Two semitones make a whole tone (a whole step), like C to D. Twelve semitones make one octave, like C4 to C5. When you go up an octave, the note sounds like the same letter, just higher.
Semitones and Frequency
Every note has a frequency, measured in hertz (Hz). Higher frequency means a higher pitch. Modern tuning uses equal temperament, which splits the octave into 12 equal semitones. Moving up one semitone multiplies the frequency by about 1.0595. Moving up 12 semitones doubles it.
Here is the formula:
- New frequency = old frequency × 2(n/12), where n is the number of semitones.
- A4 is tuned to 440 Hz. Seven semitones up is E5 at about 659.26 Hz.
- Going down uses a negative number, like −5 semitones.
Cents
Cents are a smaller way to measure pitch. One semitone equals 100 cents, so one octave equals 1200 cents. Tuners use cents to show how sharp or flat a note is. Most people can hear a change of about 5 to 10 cents.
Common Intervals
The gap between two notes is called an interval. Counting semitones tells you which interval it is:
- 0: Unison
- 1: Minor 2nd
- 2: Major 2nd
- 3: Minor 3rd
- 4: Major 3rd
- 5: Perfect 4th
- 6: Tritone
- 7: Perfect 5th
- 8: Minor 6th
- 9: Major 6th
- 10: Minor 7th
- 11: Major 7th
- 12: Octave
Intervals with simple frequency ratios, like the perfect 5th and the octave, sound smooth and stable. Musicians call these consonant. Intervals like the minor 2nd and the tritone sound tense or clashing. Those are dissonant.
Sharps, Flats, and Enharmonics
A sharp (#) raises a note by one semitone. A flat (b) lowers it by one semitone. That means C# and Db are the same pitch with two different names. Notes like this are called enharmonic equivalents. The key you choose in a song decides which spelling looks correct on the page, but the sound does not change.
Why Semitones Matter
Semitones are the building blocks of scales, chords, and melodies. A major scale follows the pattern 2-2-1-2-2-2-1 in semitones. Singers move songs up or down a few semitones to fit their voice. This is called transposing. Producers use semitones to pitch-shift samples, tune guitars, set capo positions, and match tracks in a DAW.