G. G; = ({S}, {0,1}, R, S). The set of rules R is given as: i. S- So ii. S- 1S iii. S-E G2 = ({S,A,B}, {a, b, c}, R, S). The set of rules R is given as: iv. S AB A - aAb |E Ra hRcls
G. G; = ({S}, {0,1}, R, S). The set of rules R is given as: i. S- So ii. S- 1S iii. S-E G2 = ({S,A,B}, {a, b, c}, R, S). The set of rules R is given as: iv. S AB A - aAb |E Ra hRcls
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Question
![1. Describe in English, or using set notations, the language generated by the following
CFGS. In each case, give 2 examples each of strings which belong to the language of
the CFG.
a) G1 = ({S}, {0,1}, R, S). The set of rules R is given as:
i. S- SO
ii. S- 1S
iii. S- E
b) G2 = ({S,A,B}, {a, b, c}, R, S). The set of rules R is given as:
iv. S- AB
A - aAb | E
v. B- bBc | E
c) G3 = ({S,Y}, {a,b}, R, S). The set of rules R is given as:
vi. S- aY | bY
vii. Y → aY a lbYb|aYb|bY a|ɛ
d) G4 = ({S,Y}, {a,b}, R, S). The set of rules R is given as:
viii. S- bSa | bY
ix. Y → bY | aY | ɛ](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fc26efd55-343e-4296-920e-57c030849044%2F83a97b4d-faa9-4aaf-97e6-eb624b51595b%2Fiwhxz6_processed.jpeg&w=3840&q=75)
Transcribed Image Text:1. Describe in English, or using set notations, the language generated by the following
CFGS. In each case, give 2 examples each of strings which belong to the language of
the CFG.
a) G1 = ({S}, {0,1}, R, S). The set of rules R is given as:
i. S- SO
ii. S- 1S
iii. S- E
b) G2 = ({S,A,B}, {a, b, c}, R, S). The set of rules R is given as:
iv. S- AB
A - aAb | E
v. B- bBc | E
c) G3 = ({S,Y}, {a,b}, R, S). The set of rules R is given as:
vi. S- aY | bY
vii. Y → aY a lbYb|aYb|bY a|ɛ
d) G4 = ({S,Y}, {a,b}, R, S). The set of rules R is given as:
viii. S- bSa | bY
ix. Y → bY | aY | ɛ
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