MMTE-005 · IGNOU MSc MACS Semester 4 · 4 credits
Coding Theory
Basics of coding theory and some well- known codes.
MMTE-005 important topics
The eGyanKosh units IGNOU has examined most, from 7 past papers. Matched automatically from question wording.
- Block 2, Unit 7: Weight Distribution of Codes ↗Asked almost every time: in 5 of 7 papers
- Block 2, Unit 5: Hamming Codes ↗Asked often: in 3 of 7 papers
- Block 1, Unit 3: Decoding Linear Codes ↗Asked sometimes: in 1 of 7 papers
MMTE-005 assignment
The latest MMTE-005 assignment is valid for the January 2026 & July 2026 sessions. It carries 100 marks and 30% of your final grade. Due 31 Mar 2026 for the January 2026 session or 30 Sept 2026 for the July 2026 session.
MMTE-005 previous-year question papers
Official term-end exam papers for Coding Theory, published by IGNOU. Each one opens on IGNOU’s website.
- June 2024MMTE-005 term-end exam, official PDF
- December 2023MMTE-005 term-end exam, official PDF
- June 2023MMTE-005 term-end exam, official PDF
- December 2022MMTE-005 term-end exam, official PDF
- June 2022MMTE-005 term-end exam, official PDF
- June 2021MMTE-005 term-end exam, official PDF
- December 2020MMTE-005 term-end exam, official PDF
Important Coding Theory questions
17 questions have come in more than one MMTE-005 exam. They are listed first. The text is taken from IGNOU’s official papers, so open the paper for figures and exact wording.
Define a self-dual code and give an example.
Every perfect code is a self dual code.
Every cyclic code is self dual.
Every perfect code is self dual.
Write the generator matrix of the binary (7, 4) cyclic code with generator polynomial 3 1.xx ++ Also find the parity check matrix of this code.
Find the convolutional code for the message 11011. The convolutional encoder is given in figure 1.
If a polynomial generator matrix of an [n, k ] convolutional code C is basic and reduced, then prove that it is canonical.
A quadratic residue code of length 7 exists over 3F.
The parity check code of a turbo code can be the identity matrix.
What is a repetition code? If, in a repetition code in which a message of length two is sent thrice, the codeword 11 10 10 is received, decode the message assuming there is at most one error.
If a polynomial generator matrix of an [n, k ] convolutional code C is basic and reduced, then prove that it is canonical.
What is a repetition code? If, in a repetition code in which the message of length is sent thrice, the codeword 110 111 110 is received, decode the message assuming there is at most one error.
Coding Theory study material
IGNOU publishes the full MMTE-005 self-learning material free on eGyanKosh: every block and unit on basics of coding theory and some well- known codes.
Open MMTE-005 on eGyanKosh ↗Get ready for the MMTE-005 exam
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