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Autor Tópico: Prove It Like A Mathematician! (Intro To Math Proofs)  (Lida 101 vezes)

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Prove It Like A Mathematician! (Intro To Math Proofs)
« em: 01 de Dezembro de 2022, 11:51 »

Published 12/2022
Created by Brian Hawthorn
MP4 | Video: h264, 1280x720 | Audio: AAC, 44.1 KHz, 2 Ch
Genre: eLearning | Language: English | Duration: 11 Lectures ( 1h 49m ) | Size: 384 MB
With BriTheMathGuy!

What you'll learn
Learn how to prove mathematical facts and theorems! (like a real mathematican would)
Prepare for a math major or more advance math courses.
Learn the proof based techniques you'll need to succeed in higher mathematics.
Have fun learning math!
Requirements
All you need is a working knowledge of high school algebra.
Description
Have you ever wondered why math statements are actually true? (other than your math teacher just telling you so) Or maybe you're starting to take upper level math courses and feel lost in lecture. Perhaps you want to major in math but don't know what it's like. It's also possible you just love math!If any of that describes you then check out this course: Prove It Like A Mathematician! (Intro To Math Proofs) with BriTheMathGuy from YouTube. Rather than spend a semester learning these techniques (with your grade on the line) why not take this quick and informative course?This course will guide you (step by step) the the techniques used in higher level math classes and by mathematicians to actually prove things (Theorems, Corollaries, Lemmas, etc).  You can learn all the important proof based techniques (direct proofs, proofs by counter example, proof by contrapositive, proof by contradiction, proof by induction, proof by cases, if and only if proofs, and more!). This is the course I wish I had before I started my mathematical journey. Most math proof courses throw you into the fire with little or no preparation - but not this course! No longer will proof techniques be a mystery. Wether you're a student, math lover, or life long learner, this course has something for you.
Who this course is for
Anyone interested in learning math proofs!

Download link

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