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3 cards from this section. Quick, good the night before a test.
What is a binary string?
Think about the digits used in computer representation.
List the binary strings of length 2.
Consider combining both 0 and 1.
What does the set Π represent?
Think about the digits used in computing.
Is the set of binary strings of finite length countably infinite?
Recall the enumeration process explained in class.
Prove that binary strings of any finite length can always be enumerated, regardless of the size of the set.
Think about how you would approach listing strings methodically; can you create a pattern?
If a new binary string of length n is generated by a rule, what would be the implications for the countability of the strings?
Analyze how each length still falls under the same countable categorization.
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