Class 9 CBSE Maths | Chapter 2 - Polynomials | Xylem Class 9 CBSE
#class9cbse #xylem_learning #class9cbsemaths In this video, we will discuss the concept of Factorising a polynomial. We will specifically focus on factoris...

Xylem class 9 CBSE
55.2K views • Jul 3, 2023

About this video
#class9cbse #xylem_learning #class9cbsemaths
In this video, we will discuss the concept of Factorising a polynomial. We will specifically focus on factorising the polynomial x³−23x²+142x−120. This video is a part of our Class 9 CBSE Maths series and is based on Chapter 2: Polynomials.
Factorising a polynomial helps us simplify complex expressions and solve equations more easily. In this video, we will go step by step through the process of factorising the given polynomial. We will learn various techniques and methods to factorise polynomials, including synthetic division, grouping, and using the Rational Root Theorem.
By the end of this video, you will be able to factorise the polynomial x³−23x²+142x−120 and understand the underlying concepts and strategies involved in the process. With this knowledge, you will be better equipped to solve similar polynomial problems and excel in your Class 9 Maths exams.
So, let's dive into the world of polynomials and unravel the mystery of factorisation! Don't forget to like, comment, and subscribe to our channel for more informative videos on Class 9 CBSE Maths!
In this video, we will discuss the concept of Factorising a polynomial. We will specifically focus on factorising the polynomial x³−23x²+142x−120. This video is a part of our Class 9 CBSE Maths series and is based on Chapter 2: Polynomials.
Factorising a polynomial helps us simplify complex expressions and solve equations more easily. In this video, we will go step by step through the process of factorising the given polynomial. We will learn various techniques and methods to factorise polynomials, including synthetic division, grouping, and using the Rational Root Theorem.
By the end of this video, you will be able to factorise the polynomial x³−23x²+142x−120 and understand the underlying concepts and strategies involved in the process. With this knowledge, you will be better equipped to solve similar polynomial problems and excel in your Class 9 Maths exams.
So, let's dive into the world of polynomials and unravel the mystery of factorisation! Don't forget to like, comment, and subscribe to our channel for more informative videos on Class 9 CBSE Maths!
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Views
55.2K
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Duration
23:43
Published
Jul 3, 2023
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