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For the following set of strings A over alphabet = {a,b,c}, demonstrate that A is regular. A= {w * |(#a(w)) mod 3=0} mod is the
For the following set of strings A over alphabet = {a,b,c}, demonstrate that A is regular. A= {w * |(#a(w)) mod 3=0} mod is the modulo operation. That is, the number of a's in string w (ie. #a(w)) when divided by 3 would yield a remainder of 0
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