Popeyes the parrot sings five different notes, F,C,D, E-flat and G. Write 10 different tunes that he can sing. Each tune must be six notes long and include all five notes

Please help me

what's the problem?

Just grab the notes in any order, with one of them repeated.

For example,

F C D E♭ G C

f c d e g

Sure! Here are 10 different tunes that Popeyes the parrot can sing, each six notes long and including all five notes (F,C,D,E-flat,G):

1. F C D E-flat G F
2. G D E-flat F C D
3. C E-flat F G D E-flat
4. E-flat G F D C E-flat
5. D F G E-flat C D
6. C D G F E-flat C
7. E-flat D F G C E-flat
8. F G C D E-flat F
9. D G E-flat F C D
10. G E-flat D C F G

Enjoy creating melodies with Popeyes the parrot!

Sure! To create 10 different six-note tunes using the five given notes (F, C, D, E-flat, and G) and include all of them, you can follow these steps:

Step 1: Start by making a list of all the possible combinations of the five notes. You can use the formula for the number of combinations of a set: nCr = n! / (r! * (n-r)!), where n is the total number of elements and r is the number of elements to be chosen at a time. In this case, n = 5 (number of notes) and r = 6 (length of each tune). Since r is greater than n, we'll generate the combinations with repetition. Using a combination generator, you can find the following unique combinations:

- F, C, D, E-flat, G
- C, D, E-flat, F, G
- D, E-flat, F, G, C
- E-flat, F, G, C, D
- F, G, C, D, E-flat

Step 2: Now, you can create different tunes using these combinations while maintaining their fixed order. Here are 10 variations:

1. F, C, D, E-flat, G, F
2. C, D, E-flat, F, G, C
3. D, E-flat, F, G, C, D
4. E-flat, F, G, C, D, E-flat
5. F, G, C, D, E-flat, F
6. C, D, E-flat, G, F, C
7. D, E-flat, F, C, G, D
8. G, C, D, E-flat, F, G
9. E-flat, F, G, D, C, E-flat
10. D, G, C, E-flat, F, D

You can mix and match the order of the notes in each combination to create even more variations.