Consider the following languages, determine which language(s) is(are) regular language(s), context-free language(s), and recursively enumerable language(s), respectively. L = {a"b"c" : n > 0} L = {a"b" : n > 0} {q,0} = 1 • L = {ww* : W {a,b}*} • L = {b+c(a + b)*}

Database System Concepts
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Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
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Pp# 1: can you help me solve and understand this practice problem please? A step by step explanation would be appreciated. Thank you! (this is Intro to Automata Theory )
Consider the following languages, determine which language(s) is(are)
regular language(s), context-free language(s), and recursively enumerable language(s),
respectively.
L
= (a"b"c" : n > 0}
L = {a"b" : n > 0}
L = {a*b*}
L = {wwR : w E {a, b}"}
• L= {b+c(a + b)"}
Transcribed Image Text:Consider the following languages, determine which language(s) is(are) regular language(s), context-free language(s), and recursively enumerable language(s), respectively. L = (a"b"c" : n > 0} L = {a"b" : n > 0} L = {a*b*} L = {wwR : w E {a, b}"} • L= {b+c(a + b)"}
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