Consider the following PDAs. Match them with the suitable definition of the language. (a^i = a (a,e/X) q0 (c,e/Y) (d,Y/e) (e,e/e) (C,e/Y). 8ley q2 (a,E/X) q0 (a,e/A) b, A/6 (b, A/t) ஓம் மூலம் (6, A/e) q° 91 q0 (a,e/A) (b,X/e) (b,e/Y) (e,e/e) q1 q1 (CY/8) (b,8/A) q1 (C,e/A] (e,e/e) 92 (b,e/Y) (c,Y/8) (d,X/e) (e,e/e) q2 (c,A/8) (e,e/e) q2 (d,Y/e) (e+e/e) 93 (d,A/6) (q3) 93 (d,A/8) Choose... Choose... Choose... Choose...
Consider the following PDAs. Match them with the suitable definition of the language. (a^i = a (a,e/X) q0 (c,e/Y) (d,Y/e) (e,e/e) (C,e/Y). 8ley q2 (a,E/X) q0 (a,e/A) b, A/6 (b, A/t) ஓம் மூலம் (6, A/e) q° 91 q0 (a,e/A) (b,X/e) (b,e/Y) (e,e/e) q1 q1 (CY/8) (b,8/A) q1 (C,e/A] (e,e/e) 92 (b,e/Y) (c,Y/8) (d,X/e) (e,e/e) q2 (c,A/8) (e,e/e) q2 (d,Y/e) (e+e/e) 93 (d,A/6) (q3) 93 (d,A/8) Choose... Choose... Choose... Choose...
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
Related questions
Question
match the questions with the answers provided. q3q1
![Choose...
Choose...
L={w|w= a^m b^m c^nd^n/n > 0, m >= 0}.
L = {w|w= a^ib^j c^k d^l | i, j, k, l>= 0 and i=j+k+l; }
L = {w|w= a^ib^j c^k d^l | i, j, k, l> 0 and i=j+1, k-l
L={w|w= a^(m+1) b^m c^n | m, n >0}.
L = {w|w= a^ib^j c^k d^l | i, j, k, l>= 0 and i+j=k+l;}.
L={w|w= a^m b^nc^nd^m In> 0, m >= 0}.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F369eb33d-5550-4191-a702-94922b8cf6c1%2F6f4fe4c7-6d49-42a7-afe0-f4918418df9c%2Fkkks1g_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Choose...
Choose...
L={w|w= a^m b^m c^nd^n/n > 0, m >= 0}.
L = {w|w= a^ib^j c^k d^l | i, j, k, l>= 0 and i=j+k+l; }
L = {w|w= a^ib^j c^k d^l | i, j, k, l> 0 and i=j+1, k-l
L={w|w= a^(m+1) b^m c^n | m, n >0}.
L = {w|w= a^ib^j c^k d^l | i, j, k, l>= 0 and i+j=k+l;}.
L={w|w= a^m b^nc^nd^m In> 0, m >= 0}.
![Consider the following PDAs. Match them with the suitable definition of the language. (a^i = a¹)
(a,ɛ/X)
(b,X/ɛ)
(C,ɛ/Y)
8(6.1/6) 3 (6M 310
(ε,ε/ε)
(C,ɛ/Y)
q0
q1
q2
(a,ɛ/A)
q0
(a,ɛ/X)
q0
(b, A/e)
q0
(a,ɛ/A)
(b,ɛ/Y)
90
(ε,e/ɛ)
(a,ɛ/A)
(e,e/e)
b, A/E
q1
(b,ɛ/Y)
Sc
q1
(ɛ, A/e)
91
(b,ɛ/A)
(C,Y/ɛ)
q1
(e,e/e)
(b,A/ɛ)
(ε,ε/€)
(C,ɛ/A)
q2
q2
(c,A/e)
q2
(d,Y/ɛ)
(ε,ɛ/e)
(C,Y/ɛ) (d,X/E)
q2
(ε,ε/ε)
(e,e/e)
(C,A/E)
(d,Y/ɛ)
(€,ε/e)
q3
(d,A/e)
q3
(d,A/e)
(d,A/e)
(93
Choose...
Choose...
Choose...
Choose...
Choose...
O
O
O
(
O](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F369eb33d-5550-4191-a702-94922b8cf6c1%2F6f4fe4c7-6d49-42a7-afe0-f4918418df9c%2Fr45diyp_processed.png&w=3840&q=75)
Transcribed Image Text:Consider the following PDAs. Match them with the suitable definition of the language. (a^i = a¹)
(a,ɛ/X)
(b,X/ɛ)
(C,ɛ/Y)
8(6.1/6) 3 (6M 310
(ε,ε/ε)
(C,ɛ/Y)
q0
q1
q2
(a,ɛ/A)
q0
(a,ɛ/X)
q0
(b, A/e)
q0
(a,ɛ/A)
(b,ɛ/Y)
90
(ε,e/ɛ)
(a,ɛ/A)
(e,e/e)
b, A/E
q1
(b,ɛ/Y)
Sc
q1
(ɛ, A/e)
91
(b,ɛ/A)
(C,Y/ɛ)
q1
(e,e/e)
(b,A/ɛ)
(ε,ε/€)
(C,ɛ/A)
q2
q2
(c,A/e)
q2
(d,Y/ɛ)
(ε,ɛ/e)
(C,Y/ɛ) (d,X/E)
q2
(ε,ε/ε)
(e,e/e)
(C,A/E)
(d,Y/ɛ)
(€,ε/e)
q3
(d,A/e)
q3
(d,A/e)
(d,A/e)
(93
Choose...
Choose...
Choose...
Choose...
Choose...
O
O
O
(
O
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