VTU 5th Sem TOC T.M for L={0βΏ1βΏ} | Transition Table & Diagram
Learn Turing Machine for L={0βΏ1βΏ} with transition table, diagram, and ID for 0011 in VTU Module 5. π

Express VTU 4 All
5.6K views β’ Dec 25, 2025

About this video
Welcome to Express VTU 4 All π
In this video, we solve one of the most important Turing Machine problems from Module-05 (Turing Machine) of Theory of Computation (BCS503 β VTU 5th Semester).
This problem is a frequent VTU external exam question and is asked regularly for 8 or 10 marks.
π Exact Question Discussed
Design a Turing Machine to accept the language:
L = { 0βΏ1βΏ | n β₯ 1 }
Obtain the transition table
Draw the transition diagram
Show the Instantaneous Description (ID) for the string β0011β
π§ What You Will Learn in This Video
β Understanding the language 0βΏ1βΏ
β Why equal number of 0s followed by equal number of 1s cannot be accepted by FA
β Step-by-step design of Turing Machine
β Use of marking technique (X, Y)
β Construction of transition table
β Clear transition diagram explanation
β Writing Instantaneous Description (ID) correctly for VTU exams
β How to structure answers to score full marks
π― Core Logic Used
π The TM repeatedly:
Replaces 0 with X
Matches it with corresponding 1 replaced by Y
Returns to the left to repeat the process
Accepts when all symbols are marked correctly
This ensures equal number of 0s and 1s in correct order.
π Why This Question Is Important for VTU
β Appears almost every year in externals
β Tests core understanding of TM working
β Covers Transition Table + Diagram + ID
β High-scoring and concept-building problem
π¨βπ Who Should Watch This Video
β VTU CSE / ISE / AIML / DS students
β Students preparing Module-05 TOC
β Anyone struggling with Instantaneous Description (ID)
β Learners revising Turing Machine design problems
π Subject Information
π Subject: Theory of Computation
π Subject Code: BCS503
π Module: 05 β Turing Machine
π University: VTU (CBCS Scheme)
π FREE Handwritten Notes & Solutions
Complete Turing Machine notes, solved examples, and exam-oriented answers are available on my Telegram channel π
π Join here: https://t.me/vtu4all
Turing Machine for 0n1n
VTU TM problems
BCS503 Module 5
Instantaneous Description TM
TM transition table and diagram
Theory of Computation VTU
0n1n Turing Machine
#VTU #BCS503 #TuringMachine
#TheoryOfComputation
#Module5
#0n1n
#InstantaneousDescription
#ExpressVTU4All
π Watch till the end to clearly understand Instantaneous Description for β0011β and download free handwritten VTU notes from Telegram.
In this video, we solve one of the most important Turing Machine problems from Module-05 (Turing Machine) of Theory of Computation (BCS503 β VTU 5th Semester).
This problem is a frequent VTU external exam question and is asked regularly for 8 or 10 marks.
π Exact Question Discussed
Design a Turing Machine to accept the language:
L = { 0βΏ1βΏ | n β₯ 1 }
Obtain the transition table
Draw the transition diagram
Show the Instantaneous Description (ID) for the string β0011β
π§ What You Will Learn in This Video
β Understanding the language 0βΏ1βΏ
β Why equal number of 0s followed by equal number of 1s cannot be accepted by FA
β Step-by-step design of Turing Machine
β Use of marking technique (X, Y)
β Construction of transition table
β Clear transition diagram explanation
β Writing Instantaneous Description (ID) correctly for VTU exams
β How to structure answers to score full marks
π― Core Logic Used
π The TM repeatedly:
Replaces 0 with X
Matches it with corresponding 1 replaced by Y
Returns to the left to repeat the process
Accepts when all symbols are marked correctly
This ensures equal number of 0s and 1s in correct order.
π Why This Question Is Important for VTU
β Appears almost every year in externals
β Tests core understanding of TM working
β Covers Transition Table + Diagram + ID
β High-scoring and concept-building problem
π¨βπ Who Should Watch This Video
β VTU CSE / ISE / AIML / DS students
β Students preparing Module-05 TOC
β Anyone struggling with Instantaneous Description (ID)
β Learners revising Turing Machine design problems
π Subject Information
π Subject: Theory of Computation
π Subject Code: BCS503
π Module: 05 β Turing Machine
π University: VTU (CBCS Scheme)
π FREE Handwritten Notes & Solutions
Complete Turing Machine notes, solved examples, and exam-oriented answers are available on my Telegram channel π
π Join here: https://t.me/vtu4all
Turing Machine for 0n1n
VTU TM problems
BCS503 Module 5
Instantaneous Description TM
TM transition table and diagram
Theory of Computation VTU
0n1n Turing Machine
#VTU #BCS503 #TuringMachine
#TheoryOfComputation
#Module5
#0n1n
#InstantaneousDescription
#ExpressVTU4All
π Watch till the end to clearly understand Instantaneous Description for β0011β and download free handwritten VTU notes from Telegram.
Video Information
Views
5.6K
Likes
57
Duration
13:16
Published
Dec 25, 2025
User Reviews
4.3
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