Master Discrete Mathematics: Set Theory

Name: Master Discrete Mathematics: Set Theory
Rating: 4.7 (136 reviews)

Learn the fundamentals of set theory to help you succeed in Discrete Math!

Created byTrevor Block

Last updated 7/2017

English

What you'll learn

Ace your set theory exam questions
Given two or more sets, find subsets, power sets, intersections, unions, differences, and complements of those sets.
Given two sets, determine, using set laws and venn diagrams, if the two sets are equal.

Course content

3 sections • 22 lectures • 1h 25m total length

Introduction and Overview1:13
We will introduce all of the topics in the course as well as the structure.
Syllabus1:00
Attached is a syllabus for the course. You may find this helpful.

Introduction to Set Theory12:16
In this video we introduce sets, look at how we build sets, and then take a look at the size of sets.
Introduction to Set Theory Examples10:29
We take a look at some problems you may encounter related to "Introduction to Set Theory".
Introduction to Set Theory Additional Questions1:00
Selected Problems from "Introduction to Set Theory". These problems are a good indicator of whether or not you understand the material presented.
Subsets6:13
In this video we discuss subsets, how to make subsets, and discuss the empty set.
Subsets Examples6:32
We take a look at some problems you may encounter related to "Subsets".
Subsets Additional Questions1:00
Selected Problems from "Subsets". These problems are a good indicator of whether or not you understand the material presented.
Power Sets4:14
In this video we look at Power Sets, how to construct them, and the cardinalities of power sets.
Power Sets Examples5:58
We take a look at some problems you may encounter related to "Power Sets".
Power Sets Additional Questions1:00
Selected Problems from "Power Sets". These problems are a good indicator of whether or not you understand the material presented.
Set Operations9:24
In this video we discuss set operations such as complements, intersections, unions, and differences.
Set Operations Examples7:11
We take a look at some problems you may encounter related to "Set Operations".
Set Operations Additional Questions1:00
Selected Problems from "Set Operations". These problems are a good indicator of whether or not you understand the material presented.
Set Laws14:43
In this video we discuss various set laws and properties, such as commutativity, associativity, distributivity, absorption, identity, DeMorgan's, idempotency, and negation laws.
Set Laws Examples7:33
We take a look at some problems you may encounter related to "Set Laws".
Set Laws Additional Questions1:00
Selected Problems from "Set Laws". These problems are a good indicator of whether or not you understand the material presented.
Set Theory Solution Key3:00
This is the solution key to all of the additional questions in the Set Theory Section.

Requirements

There are no prerequisites for Set Theory

Description

Are you struggling with the basic mathematical skill you need as a computer scientist?

Are you unhappy with your instructor's ability to teach the fundamental skills you need to do well in your math courses?

Master Discrete Mathematics: Set Theory is perfect for you. I cover all of the important topics thoroughly at a university level with lecture videos, example videos, additional problems, and sample exams with unique and challenging questions that will help you identify your weak points and master the material.

Each video will cover all the relevant information you need to know in under 15 minutes. I will make things simple, but still tackle the tricky questions that might seem confusing.

I encourage you to preview the example videos and problem set I have available for free below. You will succeed in Discrete Math.

Who this course is for:

This course is meant for undergraduate computer scientists, math majors, or anyone with an interest in the fundamentals of mathematics.

Master Discrete Mathematics: Set Theory

What you'll learn

Explore related topics

Course content

Introduction2 lectures • 2min

Set Theory16 lectures • 1hr 33min

Final Exam4 lectures • 10min

Requirements

Description

Who this course is for: