Polynomials: Special Products problem ! ! ! ! !

_______________
In this video you will learn how to Multiply Polynomials using Special Product Forms and Algebra.

0:12 Understanding Product form (a+b)(a-b)
1:35 Finding product (2y+4x)(2y-4x)
2:26 Product form (a+b)^2
3:00 Finding product (x+3)^2
3:33 Understanding product form (a-b)^2
4:41 Product form (a-b)(a^2+ab+b^2)
6:15 Finding product (2y-4x)(4y^2+8xy+16x^2)

Related Videos to this topic:

Nth Binomial Expansion of (a+b)^n
using Pascal's Triangle or Binomial Theorem

Jth Term of (a+b)^n
using Pascal's Triangle or Binomial Theorem

Factoring: Special Forms
a^2-b^2=(a+b)(a-b)
a^3-b^3=(a-b)(a^2+ab+b^2)
and more

Factoring: Reverse FOIL Method
2x^2+11xy+15y^2

Factoring by Grouping
4x^2+5xy-4xr-5ry

Factoring: Negative Exponents
x^-6+7x^-3+10

Factoring using Product & Sum
x^2-12x+27
x^2+7x+12

Factoring: Common Monomial Factor
4x^4-12x^3+36x^2
and more

Polynomial Multiplication using FOIL Method

Polynomial Multiplication using Vertical Method

Polynomial Multiplication: Algebraic properties

Polynomials: Definition of Subtraction
A-B=A+(-B)

Polynomials: Addition & Subtraction

Polynomials: Combining Like Terms

Polynomials: Long Division
(5x^4+x^2-8x+2)/(x^2-3x+1)

Finding Zeros: Synthetic Division

Finding Zeros: Exponential Functions