Algebra for Learners | Algebra Full Course



#Algebra is likely one of the broad components of arithmetic, along with quantity principle, geometry and evaluation. In its most common type, algebra is the examine of mathematical symbols and the principles for manipulating these symbols; it’s a unifying thread of just about all of arithmetic.

⭐️ Contents ⭐
(0:00) Exponent Guidelines
(9:57) Simplifying utilizing Exponent Guidelines
(21:01) Simplifying Radicals
(31:29) Simplifying Radicals, Snow Day Examples
(41:30) Factoring
(54:52) Factoring – Further Examples
(1:05:21) Rational Expressions
(1:14:44) Fixing Quadratic Equations
(1:30:07) Rational Equations
(1:40:29) Fixing Radical Equations
(1:52:00) Absolute Worth Equations
(1:59:28) Interval Notation
(2:8:32) Absolute Worth Inequalities
Compound Linear Inequalities
Polynomial and Rational Inequalities
(2:18:53) Distance System
Midpoint System
(2:26:03) Circles: Graphs and Equations
(2:35:38) Traces: Graphs and Equations
(2:44:08) Parallel and Perpendicular Traces
(2:51:37) Capabilities
(3:3:26) Toolkit Capabilities
(3:10:32) Transformations of Capabilities
(3:23:01) Introduction to Quadratic Capabilities
(3:26:26) Graphing Quadratic Capabilities
(3:35:35) Normal Kind and Vertex Kind for Quadratic Capabilities
(3:39:51) Justification of the Vertex System
(3:43:43) Polynomials
(3:51:12) Exponential Capabilities
(3:59:51) Exponential Perform Functions
(4:11:11) Exponential Capabilities Interpretations
(4:20:49) Compound Curiosity
(4:32:06) Logarithms: Introduction
(4:40:47) Log Capabilities and Their Graphs
(4:55:10) Composition of Capabilities
(5:07:22) Inverse Capabilities

⭐️ Credit score⭐
Creator: Linda Inexperienced
Web site: https://www.youtube.com/channel/UCkyLJh6hQS1TlhUZxOMjTFw
License: Artistic Commons Attribution license (reuse allowed)

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27 thoughts on “Algebra for Learners | Algebra Full Course”

  1. ⭐️ Learn more: https://youtube.com/playlist?list=PLKp3X-578hN9Kav7MPIzPUpMBtESzTD3E
    ⭐️ 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

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  2. Hi, I'm currently 16 years old and I'm an aspiring cadet. I need to get better at mathematics for me to be able to pass the entrance exam. Once I got into the academy I will get back here and thank you. Just imagine an algebra course for free.

    Reply
  3. Hello, good video,At about 141:52 a quick way I expand a squared binomial expression such as (12-x)^2 is:The square of the first term, twice the product of the bracket, then the square of the last term.

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  4. Explanation is great, can easily follow along and understand. Thanks for your great work. Can you please try to make courses for geometry , trigonometry, combinatorics and number theory. It will be a great help for many Olympiad aspiring students.

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