Algebra II (Intermediate Algebra)

Name: Algebra II (Intermediate Algebra)
Rating: 4.3 (74 reviews)

Videos on a second course in algebra II (Intermediate Algebra).

Created byMath Fortress

Last updated 11/2013

English

What you'll learn

Fortify your understanding of algebra II.
Learn the basics of solving quadratic equations.
Develop your problem solving skills.
Develop your conceptual understanding of algebra.

Course content

5 sections • 16 lectures • 2h 8m total length

Introduction0:36
This video gives an overview of what this course will cover.

Quadratic Equations (Level 1)7:03
This video goes over the basic theory and terminology for the purpose of solving quadratic equations. Topics covered include: types of quadratic equations, the standard form of a quadratic equation, and solutions of quadratic equations.
Quadratic Equations (Level 2)8:31
This video goes over 5 examples covering the basic notation, concepts, graphs and algorithms to solve quadratic monomials of the form ax^2=0, and quadratic binomials of the form ax^2+c=0.
Quadratic Equations (Level 3)9:27
This video goes over 7 examples covering the proper way to solve quadratic equations of the form a(px+q)^2=0 and a(px+q)^2+c=0, the common method used to solve quadratic equations of these forms is by taking the square root.

Quadratic Equations: Factoring (Level 1)9:50
This video is an introduction to solving quadratic equations by factoring. This video goes over 6 examples modeling the proper way to use the zero product property as a basis to solve quadratic equations by factoring.
Quadratic Equations: Factoring (Level 2)6:37
This video continues covering the general procedure in solving quadratic equations by factoring. This video goes over 3 examples modeling the proper way to factor quadratic equations of the form ax^2+bx=0 and using the zero product property as a basis to solve quadratic equations of this particular form.
Quadratic Equations: Factoring (Level 3)7:05
This video continues covering the general procedure in solving quadratic equations by factoring. This video goes over 3 slightly harder examples modeling the proper way to factor quadratic equations of the form ax^2+bx=0. In addition, the video covers a common mistake that is associated with quadratic binomials when attempting to solve for x.
Quadratic Equations: Factoring (Level 4)9:40
This video is an introduction to solving quadratic equations of the form ax^2+bx+c=0 by factoring. This video goes over 2 examples modeling the proper way to factor quadratic trinomials that are factorable over the integers.
Quadratic Equations: Factoring (Level 5)8:51
This video continues covering the proper way to solve quadratic equations of the form ax^2+bx+c=0 by factoring. This video goes over 2 examples where the constant of the quadratic equation is negative. In addition, an example introducing the idea of an irreducible polynomial is also presented.
Quadratic Equations: Factoring (Level 6)10:58
This video continues covering the proper way to solve quadratic equations of the form ax^2+bx+c=0 by factoring. This video goes over 5 slightly harder examples that require algebraic manipulation, collecting like terms and expanding terms before proceeding with the factoring step.
Quadratic Equations: Factoring (Level 7)10:28
This video continues covering the proper way to solve quadratic equations of the form ax^2+bx+c=0 by factoring. This video goes over an example where the coefficient of the quadratic term is greater than 1. This video covers two common methods to solve quadratic equations of this form the first is by trial and error and the second is by the method of decomposition and grouping.
Quadratic Equations: Factoring (Level 8)9:11
This video continues covering the proper way to solve quadratic equations of the form ax^2+bx+c=0 by factoring. This video goes over an example where the coefficient of the quadratic term is greater than 1. The example involves an equation where the coefficient of the linear term is negative and that of the constant term is positive.
Quadratic Equations: Factoring (Level 9)10:35
This video continues covering the proper way to solve quadratic equations of the form ax^2+bx+c=0 by factoring. This video goes over two examples where the coefficient of the quadratic term is greater than 1. The first example involves an equation where the coefficient of the linear term is negative and that of the constant term is also negative. The second example illustrates how to spot a quadratic equation that is not factorable over the integers by using the method of decomposition and grouping.
Quadratic Equations: Factoring (Level 10)12:00
This video concludes the series on solving quadratic equations of the form ax^2+bx+c=0 by factoring. This video goes over four slightly more challenging examples where the coefficient of the quadratic term is greater than 1.

Requirements

Algebra I (Beginning Algebra)
Geometry

Description

This course is a study of linear and quadratic equations and inequalities, system of linear equations, polynomials, exponents and radicals, relations and functions, graphs of functions, exponential and logarithmic expressions and their applications.

This course contains a series of video tutorials that are broken up into various levels. Each video builds upon the previous one. Level I videos lay out the theoretical frame work to successfully tackle on problems covered in the next videos.

These videos can be used as a stand alone course or as a supplement to your current algebra II class.

This course is consistently being populated with new videos.

Anyone who wants to fortify their understanding of algebra II or anyone that wishes to learn algebra I can benefit from this course.

This course is consistently monitored ready to reply to any questions that may arise.

Who this course is for:

High School Students
College Students

Algebra II (Intermediate Algebra)

What you'll learn

Explore related topics

Course content

Introduction1 lecture • 1min

Introduction To Real Numbers1 lecture • 7min

Quadratic Equations3 lectures • 25min

Quadratic Equations: Factoring10 lectures • 1hr 35min

Conclusion1 lecture • 1min

Requirements

Description

Who this course is for: