The term "perfect fifth" is used to refer to a musical interval that consists of five whole notes between two notes. The word "perfect" is spelled with the phonetic transcription /ˈpɜːrfɪkt/, which reflects the pronunciation of the word with the stress on the first syllable and the /f/ sound. The word "fifth" is spelled with the phonetic transcription /fɪfθ/, reflecting the pronunciation with the /f/ sound again and the voiced /θ/ sound at the end. Together, the word is spelled as "perfect fifth" /ˈpɜːrfɪkt fɪfθ/.
A perfect fifth refers to a musical interval that spans five diatonic scale steps, effectively the distance between two pitches. Specifically, it occurs when the frequency ratio between two pitches is precisely 3:2. This interval is a fundamental component of Western music theory and is considered consonant and harmonically pleasing in our tonal system.
The perfect fifth is important in various musical contexts, including chords, scales, and harmonies. In a major scale, the fifth scale degree is traditionally called the dominant, and its function is crucial in establishing tonal relationships and adding tension and resolution in music composition. The perfect fifth also plays a key role in defining the harmonic structure of major and minor chords, as it is an essential interval in establishing their sonority and quality.
Furthermore, the perfect fifth is often employed in melodies and harmonies when creating pleasing and balanced musical progressions. It is frequently utilized in various genres and has a significant place in classical, jazz, and popular music. The interval's stability and sonorous quality make it one of the most prominent and enduring intervals in Western music.
In summary, the perfect fifth is a musical interval spanning five diatonic scale steps, characterized by a frequency ratio of 3:2. It is a vital ingredient in establishing tonal relationships, adding tension and resolution, defining harmonies, and creating balanced and pleasing musical progressions.
The term "perfect fifth" comes from the combination of two separate concepts - "perfect" and "fifth".
The term "perfect" has its roots in Latin. It is derived from the Latin word "perfectus", which means "completed" or "finished". In music theory, the term "perfect" is used to describe intervals that are considered highly consonant or "pure". The perfect intervals include the perfect unison, perfect fourth, perfect fifth, and perfect octave.
The term "fifth" refers to an interval five steps or notes apart. It comes from the Old English word "fifta", which is related to the Proto-Germanic word "fefto" meaning "fifth".
Combining these two terms, "perfect fifth" refers to the interval created between two musical notes that are five steps apart.