4. Consider the set of all strings of a's, b's, c's and d's. (a) Make a list of all of these strings of length zero, one, and two that do not contain the pattern bb. (b) For each integer n > 0, let sn length n that do not contain the pattern bb. Find so, $1, and s2. = the number of strings of a's, b's, c's and d's of (c) Find a recurrence relation for the sequence so, S1, S2, ...

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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4.
Consider the set of all strings of a's, b's, c's and d's.
(a) Make a list of all of these strings of length zero, one, and two that do not contain
the pattern bb.
(b) For each integer n > 0, let sn = the number of strings of a's, b's, c's and d's of
length n that do not contain the pattern bb. Find so, s1, and s2.
(c) Find a recurrence relation for the sequence s0, S1, S2, . ..
Transcribed Image Text:4. Consider the set of all strings of a's, b's, c's and d's. (a) Make a list of all of these strings of length zero, one, and two that do not contain the pattern bb. (b) For each integer n > 0, let sn = the number of strings of a's, b's, c's and d's of length n that do not contain the pattern bb. Find so, s1, and s2. (c) Find a recurrence relation for the sequence s0, S1, S2, . ..
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