#Algebra is one of the broad parts of mathematics, together with number theory, geometry and analysis. In its most general form, algebra is the study of mathematical symbols and the rules for manipulating these symbols; it is a unifying thread of almost all of mathematics.

⭐️ Contents ⭐
(0:00) Exponent Rules
(9:57) Simplifying using Exponent Rules
(21:01) Simplifying Radicals
(31:29) Simplifying Radicals, Snow Day Examples
(41:30) Factoring
(54:52) Factoring - Additional Examples
(1:05:21) Rational Expressions
(1:14:44) Solving Quadratic Equations
(1:30:07) Rational Equations
(1:40:29) Solving Radical Equations
(1:52:00) Absolute Value Equations
(1:59:28) Interval Notation
(2:8:32) Absolute Value Inequalities
Compound Linear Inequalities
Polynomial and Rational Inequalities
(2:18:53) Distance Formula
Midpoint Formula
(2:26:03) Circles: Graphs and Equations
(2:35:38) Lines: Graphs and Equations
(2:44:08) Parallel and Perpendicular Lines
(2:51:37) Functions
(3:3:26) Toolkit Functions
(3:10:32) Transformations of Functions
(3:23:01) Introduction to Quadratic Functions
(3:26:26) Graphing Quadratic Functions
(3:35:35) Standard Form and Vertex Form for Quadratic Functions
(3:39:51) Justification of the Vertex Formula
(3:43:43) Polynomials
(3:51:12) Exponential Functions
(3:59:51) Exponential Function Applications
(4:11:11) Exponential Functions Interpretations
(4:20:49) Compound Interest
(4:32:06) Logarithms: Introduction
(4:40:47) Log Functions and Their Graphs
(4:55:10) Composition of Functions
(5:07:22) Inverse Functions


⭐️ Credit⭐
Author: Linda Green
Website: https://www.youtube.com/channel/UCkyLJh6hQS1TlhUZxOMjTFw
License: Creative Commons Attribution license (reuse allowed)

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