Kleene's theorem can be used to turn a transition graph (TG) into a regular expression. Which one of the following regular expressions would generate a language that would be equivalent to the language described by the following TG? Highlight 91 a 1. b*a(aa + ab)*a 2. b*a[a +(a + b)]a b 92 a a, b a, b + 93

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Author:James Kurose, Keith Ross
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Kleene's theorem can be used to turn a transition graph (TG) into a regular expression. Which one of the following regular expressions would generate a
language that would be equivalent to the language described by the following TG?
Highlight
91
1. b*a (aa + ab)*a
2. b*a[a +(a + b)]a
3. b*aa + ab
4. b*(aa + ba)*a
a
90/1
1. 0111
2. 00111
3. 10111
4. 11101
a
a
9₁/0
a
b
Given the Moore machine below, which one of the following represents the output that would be printed if the machine were fed the input string abba?
Highlight
9₁/1
92
94
b
a
b
a, b
a, b
9₂/1
+
93
a, b
Transcribed Image Text:Kleene's theorem can be used to turn a transition graph (TG) into a regular expression. Which one of the following regular expressions would generate a language that would be equivalent to the language described by the following TG? Highlight 91 1. b*a (aa + ab)*a 2. b*a[a +(a + b)]a 3. b*aa + ab 4. b*(aa + ba)*a a 90/1 1. 0111 2. 00111 3. 10111 4. 11101 a a 9₁/0 a b Given the Moore machine below, which one of the following represents the output that would be printed if the machine were fed the input string abba? Highlight 9₁/1 92 94 b a b a, b a, b 9₂/1 + 93 a, b
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