Which note below is equivalent in duration to all of the following rhythmic values together?

[tex]\int + \gamma + 4 + 0 + 0 + 2 =[/tex]

A. half note
B. dotted half note
C. whole note
D. eighth note



Answer :

To determine which note is equivalent in duration to the given rhythmic values, we need to sum up the durations of the individual notes first.

The provided rhythmic values are listed as:
[tex]$ \int + \gamma + 4 + 0 + 0 + 2 $[/tex]

Breaking these down:
- The value 4 represents the duration of a whole note.
- The value 2 represents the duration of a half note.
- The values 0s have no duration and do not need to be considered in the summation.

Therefore, we need to sum the durations of these notes:
[tex]$ 4 + 2 $[/tex]

The total duration is:
[tex]$ 4 + 2 = 6 $[/tex]

Now, let's compare this total duration of 6 to the standard note durations:
- Half note = 2 beats
- Dotted half note = 3 beats
- Whole note = 4 beats
- Eighth note = 0.5 beats

None of these standard note durations match a total duration of 6 beats.

Thus, the solution to the given rhythmic values is that no single standard note is equivalent to a duration of 6 beats.

Therefore, the correct answer is:
None of the above notes provided (half note, dotted half note, whole note, eighth note) are equivalent in duration to the given rhythmic values together.