Factoring 4-Term Polynomials Made EASY | The Grouping Trick You’ll Never Forget!

Описание: Factoring doesn’t have to be scary — in this video, we break down how to factor any 4-term polynomial using grouping.
Whether it’s cubic or quartic, this method works fast — no guesswork, no confusion.

In this lesson:
1. Recognize when a polynomial can be factored by grouping
2. Split and group the terms strategically
3. Factor out the greatest common factor (GCF) from each group
4. Identify the common binomial factor
5. Write the fully factored expression neatly

Example Problems:
1️⃣ 4n³ + 8n² − 5n − 10
2️⃣ 12p⁴ + 10p³ − 36p² − 30p

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🧠 Practice Homework (Try these next!)
1. 6x³ + 9x² − 8x − 12
2. 10m³ − 15m² − 8m + 12
3. 8a³ − 2a² − 12a + 3
4. 9y³ − 3y² − 6y + 2

Show your full steps and check if both groups share the same binomial factor!

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💬 Comment below:
Which step was the hardest for you — grouping, factoring out the GCF, or spotting the common binomial?

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I’m Maryam — international school math teacher.
I don’t sugar-coat algebra; I show you the tricks, the traps, and how to win.
📧 For personalized practice, one-on-one tutoring, or extra question sets, contact me at
[email protected]
I work with students around the world to build confidence in algebra and beyond.

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