29. Finding the Number of Possible Melodies In Denys Parsons' Directory of Tunes and Musical Themes, melodies for more than 14,000 songs are listed according to the fol- lowing scheme: The first note of every song is represented by an asterisk *, and suc- cessive notes are represented by R (for repeat the previous note), U (for a note that goes up), or D (for a note that goes down). Beethoven's Fifth Symphony begins as *RRD. Classical melodies are represented through the first 16 notes. With this scheme, how many different classical melodies are possible?
29. Finding the Number of Possible Melodies In Denys Parsons' Directory of Tunes and Musical Themes, melodies for more than 14,000 songs are listed according to the fol- lowing scheme: The first note of every song is represented by an asterisk *, and suc- cessive notes are represented by R (for repeat the previous note), U (for a note that goes up), or D (for a note that goes down). Beethoven's Fifth Symphony begins as *RRD. Classical melodies are represented through the first 16 notes. With this scheme, how many different classical melodies are possible?
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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29. Please answer this question and please show every step. Please make sure to let me know if it’s permutation or combination, and to always start off with the formula when showing the work.
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