Question:
For a machine to surpass all the letters of alphabets excluding vowels, how many states in DFA would be required?
For a machine to surpass all the letters of alphabets excluding vowels, how many states in DFA would be required?
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DFA state count depends on problem context; for pattern-matching over consonants, minimization reduces count.
Updated On: Jun 17, 2025
- 3
- 2
- 21
- 29
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The Correct Option is A
Solution and Explanation
This is a trick question likely testing minimal state logic, assuming simplification or specific context. If only consonants are of concern and grouped, fewer states can suffice — possibly 3 as minimum indicator.
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