Music note value worksheet for learning rhythmic counting.

To solve this worksheet, we need to know how many beats (counts) each musical note gets. Then, we draw that same number of dots in the empty box next to it.

Here is the step-by-step breakdown for each row:

Row 1:
* Left Note: This is a Whole Note. It gets 4 counts. (The example shows 4 dots).
* Right Note: This is a Quarter Note (black head with a stem). It gets 1 count.
* *Action:* Draw 1 dot.

Row 2:
* Left Note: This is a Dotted Half Note (open head, stem, and a dot). A half note is 2 counts, and the dot adds half more (1 count). So, $2 + 1 = 3$ counts.
* *Action:* Draw 3 dots.
* Right Note: This is a Half Note (open head with a stem). It gets 2 counts.
* *Action:* Draw 2 dots.

Row 3:
* Left Note: This is a Quarter Note with a line through the stem (sometimes used in beginner music to show a steady beat). It is still a quarter note value. It gets 1 count.
* *Action:* Draw 1 dot.
* Right Note: This is an Eighth Note (black head with a stem and a flag). It gets 1/2 of a count. However, in these simple "dot" worksheets, if they haven't taught fractions yet, sometimes two eighth notes equal one quarter note. But looking at the other notes, this is likely asking for the standard value relative to the quarter note. Wait, let's look closer. Usually, in these elementary worksheets:
* Whole = 4
* Half = 2
* Quarter = 1
* Eighth = 1/2? Drawing half a dot is hard. Let's re-evaluate standard elementary curriculum. Often, they might pair eighth notes. But here it is single.
* *Alternative interpretation:* Is it possible the worksheet implies "ta" and "ti-ti"? No, it asks for "number of count".
* Let's look at the remaining notes.
* Bottom Left: Quarter note (1 count).
* Bottom Right: Half note (2 counts).
* Let's stick to the standard values. If the student hasn't learned fractions, an eighth note is tricky. However, looking at the pattern, every other note is a whole number. Let's look at the "Quarter note with a line" again. That is often just a stylistic variation for a quarter note in some method books (like Orff or Kodaly adaptations using neutral noteheads).
* Let's assume standard American notation values:
* Whole = 4
* Half = 2
* Quarter = 1
* Eighth = 0.5 (This is difficult to draw as dots).
* *Correction/Refinement:* In many very early childhood music classes, they might treat an eighth note as part of a pair. But isolated? Let's look at the "Dotted Half Note" in Row 2. That equals 3. So we are dealing with integers.
* Is the note in Row 3 Right actually an Eighth Note? Yes.
* Is the note in Row 3 Left a Quarter Note? Yes.
* Let's look at the bottom row.
* Bottom Left: Quarter Note (1 count).
* Bottom Right: Half Note (2 counts).
* If I must draw dots for an eighth note, I cannot draw half a dot. Let's look really closely at the image again.
* Ah, Row 3 Right is an Eighth Note.
* Row 3 Left is a Quarter Note (with a slash).
* Maybe the slash means something else? No, usually just a quarter note.
* Let's reconsider the "Eighth Note". If the system is 4=Whole, 2=Half, 1=Quarter... then Eighth is 0.5.
* *Wait*, look at Row 1 Right. It's a Quarter Note.
* Look at Row 4 Left. It's a Quarter Note.
* Look at Row 4 Right. It's a Half Note.
* There is a possibility that the "Eighth Note" in Row 3 Right is a mistake in my identification? No, it clearly has a flag.
* However, in some simplified contexts, teachers might ask students to draw 1 dot for any note that is "short" if they haven't introduced halves, OR they might expect the student to know that two eighth notes make a quarter. But there is only one.
* Let's look at the Dotted Half Note (Row 2 Left). That is definitely 3.
* Let's assume the question expects standard values. If drawing dots is required, perhaps the eighth note is excluded or treated differently?
* Actually, let's look at the visual pattern.
* Whole (4) -> 4 dots.
* Quarter (1) -> ?
* Dotted Half (3) -> ?
* Half (2) -> ?
* Quarter w/ slash (1) -> ?
* Eighth (1/2) -> ?
* Quarter (1) -> ?
* Half (2) -> ?
* It is highly likely that for the Eighth Note, since you can't draw half a dot, this specific worksheet might have a typo or expects the student to leave it blank or draw a small mark. BUT, there is another possibility. Is it a Sixteenth Note? No, one flag.
* Let's look at similar worksheets online. Often, "Note Value" worksheets for young kids stop at Quarter notes or use pairs for Eighth notes.
* *Hypothesis:* The note in Row 3 Right might be intended to be a Quarter Note but drawn with a flag by mistake? Unlikely.
* *Alternative Hypothesis:* The "slash" on the Quarter Note in Row 3 Left indicates it is an "off-beat" or something, but still 1 count.
* Let's provide the most standard mathematical answer.
* Quarter Note = 1 dot.
* Eighth Note = 0.5 dots. (Since we can't draw half, I will note that it is half a count, but typically in these exercises, if forced to choose an integer, it's an error. However, I will provide the dot counts for the clear integers and explain the eighth note).
* *Wait*, let me look at the image one more time. Is Row 3 Right an Eighth Note? Yes.
* Is it possible the user wants me to identify the counts? Yes.
* Let's assume the standard:
* Whole = 4
* Half = 2
* Quarter = 1
* Eighth = 1/2
* Since I must provide a "Final Answer" that helps the student fill the boxes, I will list the number of dots for each box. For the eighth note, I will specify "1/2 dot (or leave blank if only whole dots are allowed)" but usually, these worksheets don't include eighth notes unless they've taught that 2 eighths = 1 quarter.
* *Actually*, looking at the complexity (Dotted Half Note is included), the student likely knows fractions. But you can't draw half a dot easily.
* Let's look at Row 3 Left again. It's a quarter note with a horizontal line through the stem. This is often used in "neutral" notation or specifically to denote a percussive hit, but the *value* is still 1 beat.
* Let's look at Row 3 Right again. It is an eighth note.
* Maybe the worksheet expects 1 dot for the eighth note if they are counting "pulses" in a faster tempo? No, that's confusing.
* Let's stick to the most robust interpretation:
* Row 1 Right: Quarter Note -> 1 dot
* Row 2 Left: Dotted Half Note -> 3 dots
* Row 2 Right: Half Note -> 2 dots
* Row 3 Left: Quarter Note (slashed) -> 1 dot
* Row 3 Right: Eighth Note -> 1/2 dot (Note: If your teacher says eighth notes get 1 dot, follow that, but mathematically it is half. *Self-correction*: In many K-2 worksheets, they simply don't ask for eighth notes alone. If I *must* give an integer, is there any world where an eighth note is 1? Only if the pulse is the eighth note. But the Whole note is 4, implying the pulse is the quarter note. Therefore, Eighth is 0.5. I will advise drawing nothing or a half-mark, but primarily focus on the integer ones which are the majority).
* *Re-evaluating Row 3 Right*: Is it possible it's a Quarter Note and the "flag" is just a messy print? No, it's distinct.
* Let's look at the bottom row.
* Row 4 Left: Quarter Note -> 1 dot
* Row 4 Right: Half Note -> 2 dots

* Okay, I will provide the answers for the clear integer values. For the eighth note, I will add a special note.

* Let's double check the counts:
1. Whole Note: 4 beats. (Example: 4 dots). Correct.
2. Quarter Note: 1 beat. Answer: 1 dot.
3. Dotted Half Note: 2 + 1 = 3 beats.