Answer :
When constructing a major scale, it is made up of seven notes, and the pattern followed is a sequence of whole and half steps in a specific order. The sequence of steps for a major scale is as follows: whole, whole, half, whole, whole, whole, half.
To determine the number of whole steps in a major scale, we can simply count the occurrences of "whole" in this sequence. Let's do that:
1. From the first to the second note: whole
2. From the second to the third note: whole
3. From the third to the fourth note: half (we do not count this one)
4. From the fourth to the fifth note: whole
5. From the fifth to the sixth note: whole
6. From the sixth to the seventh note: whole
7. Lastly, from the seventh note to the octave (the first note an octave higher, completing the scale): half (we do not count this one)
After counting, we find that there are a total of 6 whole steps in a major scale. Therefore, the correct answer is option A. 6.
To determine the number of whole steps in a major scale, we can simply count the occurrences of "whole" in this sequence. Let's do that:
1. From the first to the second note: whole
2. From the second to the third note: whole
3. From the third to the fourth note: half (we do not count this one)
4. From the fourth to the fifth note: whole
5. From the fifth to the sixth note: whole
6. From the sixth to the seventh note: whole
7. Lastly, from the seventh note to the octave (the first note an octave higher, completing the scale): half (we do not count this one)
After counting, we find that there are a total of 6 whole steps in a major scale. Therefore, the correct answer is option A. 6.
