No A B C 4. Consider the following PDAs. Match them with the suitable definition of the languages and grammars. Write your answer in the blank column of the table below: Matched PDA Matched PDA Pushdown Automata Language Grammar (No.) (No.) (a,ɛ/X) (b,X/ɛ) (c,ɛ/E) S→ as | aB L = anbmc | n > 0, m >= 0 B→ bBc | A qo (a,ɛ/X) (c,X/ɛ) SAB L = amb c | n >= 0, m> 0 A → aAb | ab BcB | C qo L = a b cm | n, m > 0 S→ aSc | aBc B→ bB | A (b,X/E) (ɛ,ɛ/E) (a,ɛ/ɛ) 91 (c,ɛ/E) (b,ɛ/ɛ) 91 (c,X/E). (a,ɛ/ɛ) $(6.2/6), (b,ɛ/X) (E,ɛ/E) (c,X/ɛ)
No A B C 4. Consider the following PDAs. Match them with the suitable definition of the languages and grammars. Write your answer in the blank column of the table below: Matched PDA Matched PDA Pushdown Automata Language Grammar (No.) (No.) (a,ɛ/X) (b,X/ɛ) (c,ɛ/E) S→ as | aB L = anbmc | n > 0, m >= 0 B→ bBc | A qo (a,ɛ/X) (c,X/ɛ) SAB L = amb c | n >= 0, m> 0 A → aAb | ab BcB | C qo L = a b cm | n, m > 0 S→ aSc | aBc B→ bB | A (b,X/E) (ɛ,ɛ/E) (a,ɛ/ɛ) 91 (c,ɛ/E) (b,ɛ/ɛ) 91 (c,X/E). (a,ɛ/ɛ) $(6.2/6), (b,ɛ/X) (E,ɛ/E) (c,X/ɛ)
C++ for Engineers and Scientists
4th Edition
ISBN:9781133187844
Author:Bronson, Gary J.
Publisher:Bronson, Gary J.
Chapter12: Adding Functionality To Your Classes
Section12.5: Virtual Functions
Problem 5E
Related questions
Question
![No
4.
Consider the following PDAs. Match them with the suitable definition of the
languages and grammars. Write your answer in the blank column of the table below:
Matched
PDA
Matched
PDA
Pushdown Automata
Language
Grammar
(No.)
(No.)
(a,ɛ/X)
(b,X/ɛ) (c,ɛ/ɛ)
L = anbmc | n > 0, m >= 0
SaS | aB
BbBc | A
(c,ɛ/ɛ)
go
91
92
(a,ɛ/X)
(c,X/ɛ)
S→ AB
L = ambncn | n >= 0, m > 0
A → aAb | ab
B→ CB | C
L = a b cm | n, m > 0
SaSc | aBc
B→ bB | A
(b,X/ɛ)
8
qo
9⁰
(ɛ,ɛ/ɛ)
(a,ɛ/ɛ)
(b,ɛ/ɛ)
91
(a,ɛ/ɛ)
91
(c,X/ɛ),
(ε,ɛ/ε)
(b,ɛ/X)
92
(ε,ɛ/E)
(c,X/ɛ)
93](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F69f2d919-87bc-4349-8fd2-90dfa2fa6e3f%2F09ab3d45-1353-4eef-a6cb-7dbff6e25f1d%2Fe0k04iw_processed.jpeg&w=3840&q=75)
Transcribed Image Text:No
4.
Consider the following PDAs. Match them with the suitable definition of the
languages and grammars. Write your answer in the blank column of the table below:
Matched
PDA
Matched
PDA
Pushdown Automata
Language
Grammar
(No.)
(No.)
(a,ɛ/X)
(b,X/ɛ) (c,ɛ/ɛ)
L = anbmc | n > 0, m >= 0
SaS | aB
BbBc | A
(c,ɛ/ɛ)
go
91
92
(a,ɛ/X)
(c,X/ɛ)
S→ AB
L = ambncn | n >= 0, m > 0
A → aAb | ab
B→ CB | C
L = a b cm | n, m > 0
SaSc | aBc
B→ bB | A
(b,X/ɛ)
8
qo
9⁰
(ɛ,ɛ/ɛ)
(a,ɛ/ɛ)
(b,ɛ/ɛ)
91
(a,ɛ/ɛ)
91
(c,X/ɛ),
(ε,ɛ/ε)
(b,ɛ/X)
92
(ε,ɛ/E)
(c,X/ɛ)
93
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