What is factoring

👉Learn the basics of factoring quadratics by using different techniques. Some of the techniques used in factoring quadratics include: when the coefficient of the squared term is not 1. In that case, we first write the quadratic in standard form, next we multiply the coefficient of the squared term and the constant term and then find the factors of the product whose sum gives the coefficient of the linear term. Thus the factored form is of the form (x + a)(x + b) where a, b are the factors of the product of the coefficient of the squared term and the constant term whose sum gives the coefficient of the linear term.

Another technique is when the coefficient of the squared term is 1. In that case, we first write the quadratic in standard form, then, we find the factors of the constant term whose sum gives the coefficient of the linear term. Thus the factored form is of the form (x + a)(x + b) where a, b are the factors of the constant term whose sum gives the coefficient of the linear term.

Another technique is when the quadratic is of the form (x^2 - a^2), i.e. when we have difference of two squares. In that case, the factored form is of the form (x - a)(x + a), where -a and a are the square roots of a^2.

Organized Videos:
✅Factor Quadratic Expressions
✅Factor Quadratic Expressions | Learn About
✅Factor Quadratic Expressions | GCF
✅Factor Quadratic Expressions | x^2+bx+c
✅Factor Quadratic Expressions | x^2+bx+C
✅Factor Quadratic Expressions | Difference of Two Squares
✅Factor Quadratic Expressions | Perfect Square
✅Factor Quadratic Expressions | ax^2+bx+c

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#quadratics #factoring #brianmclogan

[krishnannarayanan]

I studied algebra 1 in 7th grade. i really didn't care about maths and things at that time. Once I got into 8th, I was studying geometry, and I got that seriousness, and wanted to understand how the world works and everything. One of this is was in maths. I really wanted to re-learn maths from the ground up, this time, to know how the numbers interact, and what I'm actually doing, instead of simply plugging/chugging. Now, I am in 9th, studying algebra 2. I joined several months late, with the desire to relearn still burning. I needed to catch up, but first, I wanted to review some stuff from Algebra 1. Especially factoring. I struggled with the idea for an entire year and 3 months, but I saw this video today, and everything was crystal clear! Thanks for the help! I am confident now, and your videos have been helping me since 4th grade, and hopefully, will keep on helping me in the future!
-Krishnan, 12/14/2020

[shelvonbat]

I see how you're doing this. what I don't understand is why you're doing this.

[Epp-in-ATL]

“Rewrite it as a product?” It seems you are doing the opposite. You have the Product 5 and you are rewriting it as Multipliers 5 x 1.

[oSqbo]

I've watched your videos a few months ago I tried to find your channel but I forgot the name now that I finally found it I'm so glad 🤣🤣 I'll subscribe right now

[saulisfunny]

No reason for me to watch this but I just kinda felt like it

[xaviergonzalez]

basically factor means pooppy butt head