Where are the half steps located in a minor scale?

Where are the half steps located in a minor scale?

• A. Between ^1 and ^2, ^3 and ^4, and ^6 and ^7
• B. Between ^2 and ^3, ^5 and ^6, and ^7 and ^8 (though ^7 to ^8 is not in the natural minor)
• C. Between ^4 and ^5, ^6 and ^7, and ^7 and ^8
• D. Between ^2 and ^3, ^4 and ^5, and ^5 and ^6

Answer: (B)

A half step is the smallest distance between two notes, so in a minor scale you look for where adjacent scale degrees are only a semitone apart. In natural minor, the pattern of whole and half steps is whole–half, whole, whole, half, whole, whole. That means the half steps occur between the second and third notes and between the fifth and sixth notes. If you raise the seventh note to create harmonic minor, you add a half step between the seventh scale degree and the octave (the eighth note). So in harmonic minor you have half steps at 2–3, 5–6, and 7–8. That’s why an answer that lists those three locations, with the note that 7–8 isn’t a natural-minor feature, fits the broader idea of where half steps can appear in minor scales. For example, in A minor natural you get half steps between B–C and E–F. In A minor harmonic you also get a half step between G#–A. This distinction explains why the broader answer is the best choice.

A half step is the smallest distance between two notes, so in a minor scale you look for where adjacent scale degrees are only a semitone apart. In natural minor, the pattern of whole and half steps is whole–half, whole, whole, half, whole, whole. That means the half steps occur between the second and third notes and between the fifth and sixth notes.

If you raise the seventh note to create harmonic minor, you add a half step between the seventh scale degree and the octave (the eighth note). So in harmonic minor you have half steps at 2–3, 5–6, and 7–8. That’s why an answer that lists those three locations, with the note that 7–8 isn’t a natural-minor feature, fits the broader idea of where half steps can appear in minor scales.

For example, in A minor natural you get half steps between B–C and E–F. In A minor harmonic you also get a half step between G#–A. This distinction explains why the broader answer is the best choice.