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ibe the relations between d regular gramma. larL ani dthere language L is regular regular there is an egular expression r there is a regular

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ibe the relations between d regular gramma. larL ani dthere language L is regular regular there is an egular expression r there is a regular grammar G to is a regular expression r to it (iii)A language L is there is an NFAto ait tomar G to it. (2 ) The following questions are related to regular expression and regular language (i) Let ri.T. t r. rg, r be regular expressions. Find all the regular ones from the following expressions (ii) Given regularexpressions r-a.bb" + (ab).(ba)' and r.-(a+ b)' bbb(a + b)". find L(G) and LOr, the languages defined by r and r,respectively n, m. O and h 1). find the reg () Given the language L-{bmbaan, (ab)", bb: expression r such that L(r)-L The following questions are related to regular language and regular grammar G) Given a regular expression (Cab a) + ab), find an NFA to accept the L(r). Find the regular grammar for L(r) from the above NFA grammar G = (V. T, S, P), where V = (A, B,C},T = {a,b), S = A, a regular grammar? Why? an NFA which accepts the language L(G). ibe the relations between d regular gramma. larL ani dthere language L is regular regular there is an egular expression r there is a regular grammar G to is a regular expression r to it (iii)A language L is there is an NFAto ait tomar G to it. (2 ) The following questions are related to regular expression and regular language (i) Let ri.T. t r. rg, r be regular expressions. Find all the regular ones from the following expressions (ii) Given regularexpressions r-a.bb" + (ab).(ba)' and r.-(a+ b)' bbb(a + b)". find L(G) and LOr, the languages defined by r and r,respectively n, m. O and h 1). find the reg () Given the language L-{bmbaan, (ab)", bb: expression r such that L(r)-L The following questions are related to regular language and regular grammar G) Given a regular expression (Cab a) + ab), find an NFA to accept the L(r). Find the regular grammar for L(r) from the above NFA grammar G = (V. T, S, P), where V = (A, B,C},T = {a,b), S = A, a regular grammar? Why? an NFA which accepts the language L(G)

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