IGNOU MACS Solved Assignment 2022

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Here is the list for IGNOU MACS Solved Assignment 2022

Course Code Course Title
MMT – 001 Programming & Data Structures
MMT – 002 Linear Algebra
MMT – 004 Real Analysis
MMT – 005 Complex Analysis
MMT – 007 Differential Equations and Numerical Solutions
MMT – 003 Algebra
MMT – 006 Functional Analysis
MMT – 008 Probability and Statistics
MMT – 009 Mathematical Modeling
MMTE – 001 Graph Theory
MMTE – 004 Computer Graphics
MMTE – 006 Cryptography
MMTE – 007 Soft Computing & Applications
MMTP – 001 Project (Compulsory)

IGNOU MACS 1st Semester Consist of following papers:

MMT-001 Programming & Data Structures

Block-1 Introduction to The C Programming Language

Block-2 Programming in C

Block-3 Data Structures

Block-4 Laboratory Manual


MMT-002 Linear Algebra

Block-1 Jordan Canonical Form

Block-2 Applications Of Unitary Matrices


MMT-004 Real Analysis

Block-1 Metric Spaces

Block-2 Calculus In Rn

Block-3 Measure and Integral


MMT-005 Complex Analysis

Block-1 Introduction to Analytic Functions

Block-2 Applications of Analytic Functions


MMT-007 Differential Equations and Numerical Solutions

Block-1 Ordinary Differential Equations

Block-2 Partial Differential Equations

Block-3 Numerical Solutions of Ordinary Differential Equations

Block-4 Numerical Solutions of Partial Differential Equtaions


IGNOU MACS 2nd Semester Consist of following papers:

MMT-003 Algebra

Block-1 Group Theory

Block-2 Special Group and Semigroups

Block-3 Ring Theory

Block-4 Field Theory


MMT-008 Probability and Statistics

Block-1 Markov Chains

Block-2 Markov Processes With Countable

Block-3 Renewal Processes

Block-4 Queuing Theory

Block-5 Basics Of Multivariate Normal

Block-6 Distributions Associated With MVN

Block-7 Applications Of MVN

Block-8 Additional Application of MVN


MMT-006 Functional Analysis

Unit-5 Operators on Hilbert Spaces

Unit-4 Hilbert Space and Orthonormality

Unit-3 Spaces of Bounded Linear Functionals

Unit-2 Banach Space

Unit-1 Normed Spaces


IGNOU MACS 3rd Semester Consist of following papers:

MMT-009 Mathematical Modeling

Block-1 Introduction to Mathematical Modelling

Block-2 Models in Biology and Economics


MMTE-001 Graph Theory

Block-1 Study Guide-1

Block-2 Study Guide-2


MMTE-004 Computer Graphics

Unit-5 Three Dimensional Transformations

Unit-4 Clipping and 3D Primitives

Unit-3 More Output Primitives and Geometric Transformations        –

Unit-2 2D Shape Primitives

Unit-1 An Overview of Hardware Primitives

MMTE-004 Computer Graphics


IGNOU MACS 4th Semester Consist of following papers:

MMTE 6 Cryptography

Block-1 Mathematical Preliminaries and Classical Ciphers

Block-2 Symmetric Key Cryptosystems and Hash Functions

Block-3 Public Key Cryptosystems and Digital Signature


MMTE-007 Soft Computing & Applications

Block-1 Fuzzy Sets

Block-2 Neural Networks – I

Block-3 Neural Networks – II

Block-4 Genetic Algorithms (GA)


MMTP-001 Project (Compulsory)