What is the FOIL method for multiplying binomials? Why is it called FOIL? Is it related to the distributive property of multiplication? Does it apply to both numbers and variables? This video explains how to multiply binomials, what the FOIL Method is, and why it is used. It gives you all the information you need in just 2 minutes!
If you'd like a more in depth explanation of the FOIL method and the distributive property and other videos related to factoring, please click on the long-form videos below for more details and more examples. If you'd like more 2-Minute Math videos, keep scrolling down to see the full list.
LONG FORM VIDEOS WITH EXPANDED EXPLANATIONS AND EXAMPLES:
Distributive Property of Multiplication: [ Ссылка ]
How to Multiply Binomials! (FOIL Method): [ Ссылка ]
How to Factor Quadratic Equations! (leading coefficient is 1): [ Ссылка ]
How to Find the Greatest Common Factor ( and Factor Trees ): [ Ссылка ]
Difference of Two Squares (how to identify and factor them!): [ Ссылка ]
Factoring Negative Quadratic Equations: [ Ссылка ]
Factoring Quadratic Equations with Coefficients: [ Ссылка ]
How to Factor by Grouping! (4 different examples of 4 term polynomials): [ Ссылка ]
MORE 2-MINUTE MATH VIDEOS:
Area of a Circle: [ Ссылка ]
Circumference of a Circle: [ Ссылка ]
Fractional Exponents!: [ Ссылка ]
Multiplying Exponents - Product Rule for Exponents with Same Base!: [ Ссылка ]
Power Rule for Exponents / "Power to a Power" : [ Ссылка ]
How to Find the Slope of a Line on a Graph OR with Two Points! : [ Ссылка ]
Distributive Property of Multiplication (2-MINUTE MATH!): [ Ссылка ]
2-Minute Math videos are designed to give you the basics you need about a particular topic or formula. They are especially helpful when reviewing for a test or if you need to remind yourself about something you've learned in the past and you just need a quick refresher. If it is your first time learning about a subject, please watch the longer videos for a more detailed explanation with examples.
Thank you so much for watching! If you have any questions or requests for future videos, please leave a comment.
Keep an eye out for my new Math Merch - it's gonna be fun! :-)
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