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For the following question part you may assume the following true fact as given: Fact: Given an NFA D1 = (Q1,2,01,90,F1) that recognises language
For the following question part you may assume the following true fact as given: Fact: Given an NFA D1 = (Q1,2,01,90,F1) that recognises language B and an NFA D2 = (Q2,2,02,ro,F2) that recognises language C, there is a way to construct an NFA that recognises Bn c. (i) Show the following statement is true: For any languages B,C, if there is a regular expression representing B and a regular expression representing C then there is a regular expression representing BNC. keep in mind for the question above, regular languages have not been proven to be closed under intersection, only union.
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