In Question #1, instead of eliminating states of the new NFA in the order of 1, 2 and 0, startstartSstartif we eliminate state 0 first, we get the following NFA. Fill out the blanks in thefollowing figure.astartaIf we eliminate state 1 then, we get the following NFA. Fill out the blanks the figure(only the new one will be gradedSbBy eliminating state 2, we get the following NFA. Fill out the blanks in the figure(only the new one will be graded.Finally by merging the above two edges between states and state f and do a simplesimplification, we get the following NFA with a single expression. Fill out the blankin the figure. (points) startSLThis expression should be the same as the one you get for Question #1. If yourresult here is different from your result for Question #1, your result for Question #1,or your result for Question # 2, or even both maybe wrong.

NFA stands for Non-Deterministic Finite Automata. NFA contains multiple next states and it can…

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start S start a b if we eliminate state 0 first, we get the following NFA. Fill out the blanks in the following figure.

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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Question

In Question #1, instead of eliminating states of the new NFA in the order of 1, 2 and 0,

start
start
S
start
if we eliminate state 0 first, we get the following NFA. Fill out the blanks in the
following figure.
a
start
a
If we eliminate state 1 then, we get the following NFA. Fill out the blanks the figure
(only the new one will be graded
S
b
By eliminating state 2, we get the following NFA. Fill out the blanks in the figure
(only the new one will be graded.
Finally by merging the above two edges between states and state f and do a simple
simplification, we get the following NFA with a single expression. Fill out the blank
in the figure. (points)

start
S
L
This expression should be the same as the one you get for Question #1. If your
result here is different from your result for Question #1, your result for Question #1,
or your result for Question # 2, or even both maybe wrong.

Expert Solution

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Step 1: Introduction to NFA:

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Step 2: Elimination of states in the order 0,1,2:

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Solved in 3 steps with 5 images

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