MP4
Video: AVC 1280x720
Audio: AAC 44KHz 2ch
Duration: 4.5 Hours
Lec: 48
Genre: eLearning
Language: English
Learn the basic building blocks of Discrete Mathematics, the backbone of Computer Science & Modern Mathematics
Discrete math is very much "the real world" mathematics. Discrete math is essential to college-level mathematics and beyond. It is increasingly being applied in the practical fields of mathematics and computer science and is a very good tool for improving reasoning and problem-solving capabilities.
The mathematics of modern computer science is built almost entirely on discrete math. This means that in order to learn the fundamental algorithms used by computer programmers, students will need a solid background in these topics. At most of the universities, a undergraduate-level course in discrete mathematics is a required part of pursuing a computer science degree.
Sets,Relations and Functions form the foundation of Discrete Mathematics and are highly significant. They are a must for any Mathematics or Computer Science student, they are very widely used in computer programming languages as well. in summary, Sets,Relations and Functions is a perfect start towards learning the vast subject of Discrete Mathematics and will be used in all the sub-areas of of Discrete Mathematics.
In this course you will learn everything in Sets,Relations and Functions including:
Sets - Introduction
Definition and Understanding
Representation of a Set
Cardinality of a Set
Types of sets
Finite and Infinite sets
Empty (Null) Set
Singleton (Unit) Set
Equal and Equivalent sets
Disjoint and Overlapping sets
Subset, Proper Subset and Superset
Power Set
Universal Set
Set Operations
Union
Intersection
Set Difference
Complement of a Set
Cartesian Product/Cross Product
Venn Diagrams
Introduction to Venn diagrams
Venn diagram for Subsets,Union,Intersection,Difference and Complement
Practicing Venn diagrams
Relation - Definition
Definition
Domain and Range
Diagrammatic representation of Relations
Types of relations
Empty Relation
Universal Relation
Identity Relation
Inverse Relation
Reflexive Relation
Symmetric Relation
Transitive Relation
Equivalence Relation
Functions - Introduction
Defining Function
Domain, Codomain & Range
Types of Functions
Injective (One-to-One Function)
Surjective (Onto Function)
Bijective Function
Even and Odd Functions
Function Operations
Composition of Functions
Inverse of a Function
Everything is covered step-by-step in live to make one comfortable while learning and also understand the concept in the best way. We are sure this course will be very much rewarding in terms of your career and academic growth and is definitely the amount spent.
Download File Size:478.27 MB
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