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3 cards from this section. Quick, good the night before a test.
What is S(2)?
Think about the minimal string that contains '01'.
List valid bit strings of length 3 containing '01'.
Consider where '01' can appear in a string of length 3.
Which category of strings does S(n) incorporate when starting with '1'?
Think about what must hold true if the first bit is '1'.
True or False: S(n) considers both cases of leading zeros and starting with '1'.
Reflect on how both categories are defined and their contributions to S(n).
Determine the values of S(6) based on the established recurrence. Then, describe the logic.
Use previously computed values and step through the relation incrementally.
If the concept of leading zeros is modified to allow a fixed number (like 2) before a 1 appears, reformulate S(n) to accommodate this.
Explore how variations in leading zero lengths adjust our recurrence.
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