Complete Math Course: From Functions To Calculus & Ai
Published 6/2025
MP4 | Video: h264, 1920x1080 | Audio: AAC, 44.1 KHz
Language: English | Size: 9.63 GB | Duration: 5h 16m
Published 6/2025
MP4 | Video: h264, 1920x1080 | Audio: AAC, 44.1 KHz
Language: English | Size: 9.63 GB | Duration: 5h 16m
Master algebra, functions, calculus & how math powers AI — perfect for high school, STEM, and college prep.
What you'll learn
Analyze and interpret the properties of fundamental functions
Master the principles of differentiation
Develop a strong understanding of integration techniques
Apply core mathematical concepts
Grasp the mathematical foundations of key Artificial Intelligence concepts
Requirements
Basic mathematical knowledge equivalent to a 7th-grade
Description
Unlock the power of mathematics — for adult learners ready to deepen their understanding or support others.This comprehensive course walks you step-by-step through algebra, functions, limits, derivatives, and integrals — explained clearly and intuitively.Whether you're revisiting core concepts for career advancement, preparing to study STEM at university as an adult, or supporting a learner in your care, this course is for you.But we go further: you’ll also discover how these mathematical foundations are used in Artificial Intelligence systems like ChatGPT and machine learning models — making your learning truly future-ready.What You’ll LearnUnderstand algebraic expressions, equations, and inequalitiesMaster functions and their graphsExplore limits and continuityLearn derivatives and their real-world applicationsIntegrate functions and solve area problemsSee how calculus underpins AI and machine learningWho This Course Is For:Adult learners preparing for higher education or refreshing their math skillsAdults supporting others in learning foundational math (e.g., as tutors, mentors, or caregivers)Teachers seeking a structured, clear review of key math topicsCurious individuals interested in how mathematics powers today’s AIAnyone who struggled with math in the past and wants a second chance — now, as an adult learnerWhat’s IncludedClear video lessonsQuizzes and exercises to reinforce learningDownloadable PDFs for notes and practiceReal-life examples, including AI-related topicsLifetime access and certificate of completionStart learning today and see how math isn’t just numbers — it’s a language for understanding the world (and building the future).
Overview
Section 1: Algebra Essentials
Lecture 1 Scope Function & Scope Factor
Lecture 2 Quadratic Functions
Lecture 3 Division Algorithm for Polynomials & Ruffini's Rule
Lecture 4 Square Root Function
Section 2: Trigonometric Functions
Lecture 5 Introduction
Lecture 6 Trigonometric Functions
Lecture 7 Trigonometric Relations
Lecture 8 Radians vs Degrees
Lecture 9 Trigonometric Identities I
Lecture 10 Trigonometric Identities II
Section 3: Limits and Logarithms
Lecture 11 The Complex Plane
Lecture 12 What are Limits ?
Lecture 13 Solving limits I
Lecture 14 Solving limits II
Lecture 15 Compound Interest & Neper Number
Lecture 16 Natural Logarithm
Lecture 17 Logarithms in Real Life
Lecture 18 Logarithms
Section 4: Derivatives
Lecture 19 Introduction
Lecture 20 Derivatives of Polynomials
Lecture 21 Derivatives of Trigonometric Functions
Lecture 22 Derivative of a Product
Lecture 23 Derivatives of Exponential and ln Functions
Lecture 24 Derivative of a Quotient
Section 5: Optimization Algorithm behind AI
Lecture 25 Introduction to 3D Functions
Lecture 26 Partial Derivatives
Lecture 27 Optimization Algorithm behind AI
Section 6: Integrals
Lecture 28 Introduction
Lecture 29 Integrals of Poynomials
Lecture 30 Integrals of Trigonometric Functions
Lecture 31 Integration By Parts
Lecture 32 Integral of ln(g(x))
Lecture 33 Integral of ln(x)/x
Lecture 34 Integral of ln(x^2+1)
Lecture 35 Integral of Logarithm with base "a"
Section 7: Hyperbolic Functions
Lecture 36 Hyperbolic Functions
Lecture 37 Derivatives of Hyperbolic Functions
Lecture 38 Integrals of Hyperbolic Functions
University students looking to strengthen their math foundations,Adult learners seeking to revisit and better understand key math concepts,Professionals who want to refresh their math skills for personal or career growth,Curious minds and lifelong learners interested in intuitive, engaging math learning,Anyone preparing for technical interviews, assessments, or further studies