Consider the alphabet {0, 1}. Describe (graphically or formally)
a) a finite automaton that recognises the language of the strings of 0s of
any length;
b) a finite automaton that recognises the language of the strings of 0s and
1s that contain a 1 in the second position;
c) a finite automaton that recognises the language of the strings of 0s and
1s that start and finish with 00 and do not contain 11.
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