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Basic Math Review for Adults & Visual Learners
3 students

Basic Math Review for Adults & Visual Learners

K - 10 Review, Rediscover Math Through Geometry
Created byWestcott Louden
Last updated 1/2026
English

What you'll learn

  • A general overview of math running from grade 1 to 10
  • A geometric approach to understanding mathematics
  • Discover the geometry of Euclid
  • Observe the relevance of mathematical ideas

Course content

1 section11 lectures4h 10m total length
  • The Tools and Basic Shapes19:34
  • Lecture 1—The Tools and Basic Shapes
  • Chords, Diameter's and Radii.18:34
  • Chords, Diameter's and Radii
  • π, the Associative law, and Commutative law.22:35
  • π, the Associative law, and Commutative law.
  • Multiplication Properties24:38
  • Multiplication Properties
  • The Distributive Law22:40
  • The Distributive Law
  • Factors, Division, and Primes34:04
  • Factors, Division and Primes
  • Euclid's Proposition One, Ten, and a basic proof.19:39
  • Euclid's Proposition One, Ten, and a basic proof.
  • Adding, Subtracting and Multiplying Fractions19:07
  • Adding, Subtracting and Multiplying Fractions
  • Hexagram, Exponents, & Logarithms15:37
  • Hexagram, Exponents, & Logarithms
  • Quadratics, and Linear Equations36:22
  • Quadratics, and Linear Equations
  • Pythagoras' Theorem17:53
  • Pythagoras' Theorem

Requirements

  • Basic school math

Description

Whether you’re returning to school, upgrading prerequisites, or simply struggling to make sense of a math course you’re currently enrolled in, this lecture series is designed to help math finally click. Rather than treating mathematics as a collection of abstract formulas to memorize, this course returns to a more traditional and intuitive approach rooted in how math was originally taught.

The ancient Greeks understood mathematics primarily through geometry, visual reasoning, and concrete relationships—long before symbols and equations took center stage. Modern instruction often skips this grounding, leaving many students feeling disconnected, overwhelmed, or unsure why the material matters. This course reverses that trend by anchoring every concept in visual examples and tangible structures you can actually see and reason about.

We explore selected propositions from Euclid, work extensively with rectangles and graph paper, and examine real-world examples that give meaning to the formulas students are usually asked to accept on faith. Equations are never introduced in isolation; instead, they emerge naturally from visual patterns and logical relationships.

By the end of the course, the goal is not just improved confidence and understanding, but a genuine appreciation for the power, clarity, and relevance of mathematics as a way of thinking about the world.

Who this course is for:

  • Adults returning to school or young adults who are looking for visual learning resources, artists as well.