To solve the music math problem, we need to understand the values of the notes and rests involved.
- A half note is worth 2 beats.
- A quarter rest is worth 1 beat.
- A whole note is worth 4 beats.
Now we can set up the equation based on the image description you provided:
Half Note (2 beats) + Quarter Rest (1 beat) = Whole Note (4 beats)
Let's express that mathematically:
\[ 2 + 1 = 4 \] \[ 3 \neq 4 \]
Therefore, a quarter note can't equal a whole note in value.
Instead, you're likely looking for a way to balance the values. We can formulate the equation based on the values we have:
If we want to represent the whole note in terms of what we've got:
\[ 2 + 1 + x = 4 \] To find \( x \):
\[ 3 + x = 4 \] \[ x = 1 \]
So, the missing value to make the equation true is 1. If you need it in the context of the notes, it represents a quarter note, which has the same value as a quarter rest.
Thus, the answer to fill in the blank would be 1.