Use the subset construction algorithm from lecture to producean equivalent DFA from the following NFA. Please show your work so thatwe know how each state is generated. Name your DFA states so that the link to theNFA states is clear; i.e. you should have DFA states that look like {90, 91}. You willneed to show both the table and the diagram in your solution. For full marks, youwill need to show all intermediate steps of the algorithm (in tabular form is fine; theDFA diagram is required only for the final DFA).Old State Symbol New State9192193194q1911924293921949393931949494941959595The start state of this NFA is qo; the accepting (final) states are qo, q1, and q5.

To convert NFA to DFA, the initial state would be same. Now the states or group of States on…

Use the subset construction algorithm from lecture to produce ivalent DFA from the following NFA. Please show your work so that y how each state is generated. Name your DFA states so that the link to the DEA 1. 1:1.

Use the subset construction algorithm from lecture to produce ivalent DFA from the following NFA. Please show your work so that y how each state is generated. Name your DFA states so that the link to the DEA 1. 1:1.

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

100%

Use the subset construction algorithm from lecture to produce
an equivalent DFA from the following NFA. Please show your work so that
we know how each state is generated. Name your DFA states so that the link to the
NFA states is clear; i.e. you should have DFA states that look like {90, 91}. You will
need to show both the table and the diagram in your solution. For full marks, you
will need to show all intermediate steps of the algorithm (in tabular form is fine; the
DFA diagram is required only for the final DFA).
Old State Symbol New State
91
92
1
93
1
94
q1
91
1
92
42
93
92
1
94
93
93
93
1
94
94
94
94
1
95
95
95
The start state of this NFA is qo; the accepting (final) states are qo, q1, and q5.

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