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Math
LifestyleMaster Discrete Mathematics: Set Theory (Udemy.com)
Learn the fundamentals of set theory to help you succeed in Discrete Math!
Created by: Trevor Block
Last updated July 2017
What you will 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.
How it compares
Against the other 127 rated Udemy courses in Math on CourseDuck:
- Rating4.7 out of 5higher than 51% of them
- Reviews136#89 of 128 by number of reviews
- Length1.8 hoursshorter than 94% of them
- Last updatedJuly 2017earlier than 92% of them
Course Description
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.
Udemy Discount
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Instructor Details
- 4.7 Rating
136 Reviews
Trevor Block
Hello everyone! My name is Trevor and I am a mathematical linguist that wants to help you get better at mathematics. I have been creating videos of mathematics and linguisticsfor over six yearsnow and have helped thousandsof students around the world.
Ireceived an MA in Linguistics for my experimental work on the grammatical acceptability and cognitive processing of singular "they" across cisgender and non-binary identifying individuals.
My main areas of interest are logic and mathematical linguistics, specifically formal grammars and how natural language can be modeled, but I also enjoy abstract algebra and number theory.
The types of courses Icreate for Udemy are introductory courses and follow-up courses for those. I never want to assume any knowledge beyond high school for any of my courses, unless the material is already presented in another course. Coupons for follow-up courses will always be available in the course preceding it, to make sure that you're getting a discount for completing an entire stream.
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Reviews
By Aden Hawsh on 12/6/2020
wonderful, very clear, very calm and know the subject very well, the best tutor I have ever sat on his course.
By Joe Doser on 11/20/2020
Very clear summary of many important concepts.
By Hod Rivenzon on 10/20/2020
Perfect!
By Thomas Hermansen on 8/27/2019
Great course
By A.Purvaja on 6/8/2019
Learnt many different things about sets and the examples given were challenging and interesting too
By Jesus Eider Diaz Moraila on 4/4/2019
justo lo que me esperaba
By Ndabezinhle Mfanafuthi Sibiya on 2/20/2019
Ive gained more insight into what a set is based on the fridge example.
By Jeffrey Graham on 8/26/2018
I thought the very basic introduction to sets was understandable and using the fridge as a real world example helped me rationalize the information.
By Rocky ROTHROCK on 4/1/2018
Introduction - pretty simple
By Aurelie Legras on 3/21/2018
This course was very clear and well explained.
By Mohammed Ahsan on 10/10/2017
Good
By William Mayers on 9/2/2017
Basic set terminology and notation was explained in a very clear way and the examples were understandable.
Quality Score
No CourseDuck member has rated this course yet. Taken it? Give each part a thumbs up or down.
Overall Score : 94 / 100
- Video Duration:
1.8h - Price: $59.99
- Provider: Udemy
- Updated:
July 2017 - Level:
Beginner - Language:
English - Certificate:
Yes
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