Draw the table for this DFA ### Finite State Machine DiagramThis diagram represents a finite state machine (FSM) with six states: q0, q1, q2, q3, q4, and q5. Some of these states (q1, q2, q4) are marked with double circles, indicating they are accept states. The transitions between these states are labeled with binary values (0 and 1).#### Initial State- **q0**: This is the starting state. From q0: - Transition to q1 on input 1. - Transition back to itself on input 0.#### Transitions Between States- **q1**: Accept state. From q1: - Transitions to q2 on input 1.- **q2**: Accept state. From q2: - Transitions back to itself on input 0. - Transitions to q5 on input 1.- **q3**: From q3: - Transition to q4 on input 1. - Transition to q0 on input 0.- **q4**: Accept state. From q4: - Transitions to q5 on input 1. - Transition to q2 on input 0.- **q5**: From q5: - Loops back to itself on inputs 0 or 1. - Transition to q2 on input 0.#### Additional Characteristics- The FSM allows for looping and self-transitions at several states, offering multiple paths through the diagram depending on the input sequence.This FSM can be used to recognize specific patterns in binary strings and serves as an illustrative example in computational theory for how state machines process input sequences to reach accept states.

Given DFA, We have to create transition table for it.

Answered: Draw the table for this DFA

Engineering

Computer Science

Draw the table for this DFA

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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Concept explainers

System Model Approaches

The systems model approach is a process-oriented representation that emphasizes the impact or flow of information between modules. The multidisciplinary study of the use of models to design and create systems in business and IT development is known as systems model approach. It models how processes interact and what these processes do, but it does not go into detail about how these processes are implemented. Functional decomposition may be utilized to enhance the models employed in this technique, and they can be coupled to requirements models for additional system partitioning.

Question

Draw the table for this DFA

### Finite State Machine Diagram

This diagram represents a finite state machine (FSM) with six states: q0, q1, q2, q3, q4, and q5. Some of these states (q1, q2, q4) are marked with double circles, indicating they are accept states. The transitions between these states are labeled with binary values (0 and 1).

#### Initial State
- **q0**: This is the starting state. From q0:
- Transition to q1 on input 1.
- Transition back to itself on input 0.

#### Transitions Between States
- **q1**: Accept state. From q1:
- Transitions to q2 on input 1.

- **q2**: Accept state. From q2:
- Transitions back to itself on input 0.
- Transitions to q5 on input 1.

- **q3**: From q3:
- Transition to q4 on input 1.
- Transition to q0 on input 0.

- **q4**: Accept state. From q4:
- Transitions to q5 on input 1.
- Transition to q2 on input 0.

- **q5**: From q5:
- Loops back to itself on inputs 0 or 1.
- Transition to q2 on input 0.

#### Additional Characteristics
- The FSM allows for looping and self-transitions at several states, offering multiple paths through the diagram depending on the input sequence.

This FSM can be used to recognize specific patterns in binary strings and serves as an illustrative example in computational theory for how state machines process input sequences to reach accept states.

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