Grammar A -> aB B -> bB, B -> aX CaX X →>bX X ->2 (111) AaA, A → cB. A -> bX BbB. BaX. A -> 2 X -> 2 A➜aB. A⇒bX B➜aB. B⇒ x→aX, X→bX. X→λ A is the initial state (11) (v) -~-రివర్ణి X b FA a B Language L= ab*a (atb)* (iv) L = a*cb*a+b (vi)

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
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can u check and see if I got the ones right so far and solve 6?

Complete this table by answering (1) through_(vi)
Grammar
A -> aB
B -> bB, B -> ax
C->aX X -> bX X
->2
(111)
A →→ aA, A →>cB.
A -> bX
B -> bB. B -> aX.
A -> λ
X -> λ
A✈aB. A➜bX
B➜aB, B⇒
x→aX. X⇒bX.
X→λ
A is the initial state
(11)
(v)
a
X
pod
f
B
a
A
B
FA
+
B
a
Language
L= ab*a (a+b)*
(iv)
L = a*cb*a+b
(vi)
Transcribed Image Text:Complete this table by answering (1) through_(vi) Grammar A -> aB B -> bB, B -> ax C->aX X -> bX X ->2 (111) A →→ aA, A →>cB. A -> bX B -> bB. B -> aX. A -> λ X -> λ A✈aB. A➜bX B➜aB, B⇒ x→aX. X⇒bX. X→λ A is the initial state (11) (v) a X pod f B a A B FA + B a Language L= ab*a (a+b)* (iv) L = a*cb*a+b (vi)
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