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Learning Ukulele with Curt
Happy Birthday
Happy Birthday to You, also known more simply as Happy Birthday, is a song that is traditionally sung to celebrate the anniversary of a person's birth. According to the 1998 Guinness Book of World Records, "Happy Birthday to You" is the most recognized song in the English language, followed by "For He's a Jolly Good Fellow" and "Auld Lang Syne".
Author(s): Curt Sheller Publisher: Curt Sheller Publications Code: UL510
Main Category: Accessories Main Instrument: Ukulele
2026-08-19
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Happy Birthday to You, also known more simply as Happy Birthday, is a song that is traditionally sung to celebrate the anniversary of a person's birth. According to the 1998 Guinness Book of World Records, "Happy Birthday to You" is the most recognized song in the English language, followed by "For He's a Jolly Good Fellow" and "Auld Lang Syne".
NOTE: Happy Birthday has been ruled to now be in the Public Domain. So your Texas Road House restaurants and the like can actually sing the song and not their made of songs.
Performance Notes for Happy Birthday
Here is how I remember the melody of Happy Birthday:
- Song starts on the 5th of the key of the song. Plays that note twice and then up a perfect 4th (Here Comes the Bride interval) and down 1/2 step
- repeat, then up a perfect 5th (Do You Hear What I Hear? Interval and a bell-like tone, done 1/2 step), then repeat and go up an octave.
- The octave (8) is the fifth of a descending major triad, the I chord, then descending 1/2 step, then to a whole step lower.
- Finally up a major sixth. This one sounds a little dissonant in the context of intervals of the melody. Then down 1/2 step then to the root of key/scale, up M2 and back to the root/tonic of the key — DONE
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Happy Birthday is wikiwand NOW in the public domain in the United States and the European Union. Warner Chappell Music had previously claimed copyright on the song in the US and collected licensing fees for its use; in 2015 the copyright claim was declared invalid and Warner Chappell agreed to pay back $14 million in licensing fees.