1. How would you represent 3 quarter notes as a fraction?

3/4

2. How many sixteenth notes would be needed to have the same duration as 3 quarter notes? Represent this as a fraction
1/8

3. How would you represent 4 eighth notes as a fraction?
?

4. How many quarter notes would have the same duration as 4 eighth notes? Represent this as a fraction.

5. Rewrite each of the following durations using sixteenth notes. Write in words and as a fraction:
a. 3 quarter notes
b. 5 eighth notes
c. 1 half note

6. Rewrite each of the following durations using eighth notes. Write in words and as a fraction:
a. 1 quarter note
b. 1 half note
c. 1 full note

7. Draw using the note symbols 2 different ways to show a duration of 3 eighth notes.

I need some help I only have the answers for two i really need help. Could you also explain the process thank you :)

Thank you!

3. To represent 4 eighth notes as a fraction, we can divide the whole note into 8 equal parts, and hence each eighth note is worth 1/8. Therefore, 4 eighth notes can be represented as 4/8.

4. To find the number of quarter notes that have the same duration as 4 eighth notes, we can use the fact that each quarter note is worth twice the length of an eighth note. Therefore, 4 eighth notes are equal to 2 quarter notes. So, 4/8 can be simplified to 2/4.

5. a. To rewrite 3 quarter notes using sixteenth notes, we can break down each quarter note into 4 sixteenth notes. Therefore, we have 12 sixteenth notes. In fraction form, this is represented as 12/16.

b. To rewrite 5 eighth notes using sixteenth notes, we know that one eighth note is equal to 2 sixteenth notes. So, we have 5 * 2 = 10 sixteenth notes. In fraction form, this is represented as 10/16.

c. To rewrite 1 half note using sixteenth notes, we know that one half note is equal to 8 sixteenth notes. In fraction form, this is represented as 8/16.

6. a. To rewrite 1 quarter note using eighth notes, we know that one quarter note is equal to 2 eighth notes. So, we have 2/8.

b. To rewrite 1 half note using eighth notes, we know that one half note is equal to 4 eighth notes. So, we have 4/8.

c. To rewrite 1 full note using eighth notes, we know that one full note is equal to 8 eighth notes. So, we have 8/8, which simplifies to 1.

7. Two different ways to show a duration of 3 eighth notes can be represented as:

a. Three eighth notes:

|----------|----------|----------|
1 2 3 4

b. Combining a quarter note and an eighth note:

|------------------|------------------|
1 2 3

In both cases, each notehead represents an eighth note.

Sure! I'd be happy to help you with your music notation questions. Let's go through each question and explain how to find the answer:

3. To represent 4 eighth notes as a fraction, we can use the fact that one whole note is equivalent to two half notes, four quarter notes, eight eighth notes, etc. Therefore, we can represent 4 eighth notes as 1/2.

4. To find the number of quarter notes that have the same duration as 4 eighth notes, we need to remember that one quarter note is equivalent to two eighth notes. So, 4 eighth notes is equal to 2 quarter notes. This can be represented as 2/1.

5a. To rewrite the duration of 3 quarter notes using sixteenth notes, we need to remember that one quarter note is equivalent to four sixteenth notes. So, 3 quarter notes would be equal to 12 sixteenth notes. This can be represented as 12/16 or simplified to 3/4.

5b. Similarly, one eighth note is equivalent to two sixteenth notes. So, 5 eighth notes would be equal to 10 sixteenth notes. This can be represented as 10/16, which can be simplified to 5/8.

5c. One half note is equal to eight eighth notes or sixteen sixteenth notes. So, 1 half note can be represented as 16/16 or simplified to 1/1.

6a. To rewrite the duration of 1 quarter note using eighth notes, we need to remember that one quarter note is equivalent to two eighth notes. So, 1 quarter note can be represented as 2/1.

6b. Similarly, one half note is equal to four quarter notes or eight eighth notes. So, 1 half note can be represented as 8/1.

6c. Finally, a full note (also known as a whole note) is equivalent to two half notes, four quarter notes, or eight eighth notes. So, 1 full note can be represented as 8/1 as well.

7. There are two different ways to represent a duration of 3 eighth notes. First, you can draw three separate eighth notes connected with a beam. Second, you can draw a dotted quarter note, which is equal to three eighth notes.

I hope that helps! Let me know if you have any further questions.

#1 , ok

#2, 3/4 ÷ (1/16) = 12
Visualize: draw a line, label it from 0 to 1 and mark it into 16 equal parts
(cut it in half, then each half into halves, etc )
Now you want to look at 3/4, which would be 12 of those 1/16 th parts
Count them
#3, 4 eighths = 4/8 = 1/2

#4, follow my steps of #2

#5
a) 3/4 = ?/16, what happened to my denominator? It was multiplied by 4, so ...

= 3*4/(4*4) = 12/16
do b) and c) the same way

#6. same as #5

#7, Use the note symbols that you learned in your music class