## NCERT Solutions for Class 8 Maths Chapter 14 (EX 14.4)

## FAQs on NCERT Solutions for Class 8 Maths Chapter 14: Factorisation - Exercise 14.4

1. What is the Importance of NCERT Solutions for Chapter 14 of Maths Class 8?

Chapter 14 of Maths Class 8 deals in factorization. The definition of factorisation is explained in this PDF. The process of factorisation is the representation of a given statement as the product of two factors. These elements might be integers, variables, or algebraic expressions themselves. The PDF of solutions also states that it uses several systematic techniques to discover factors for the provided phrases.

2. What are the important topics covered in Chapter 14 of Maths Class 8?

All key subjects of the factorization are covered in Chapter 14 of Maths Class 8 are factors of natural numbers, factors of algebraic expressions, factorization techniques, and division of algebraic expressions. The solutions of this chapter are available on Vedantu’s website(vedantu.com) as well as Vedantu’s mobile app. The solutions are free of cost.

3. How many questions are there in Chapter 14 Exercise 14.4 of Maths Class 8?

There are 10 in Class 8 Maths Chapter 14 Factorization Exercise 14.4, most of which are short answer questions with subparts. Factoring algebraic equations and dividing polynomials by polynomials are the most common techniques used in these issues.

4. What is the meaning of factorisation according to Chapter 14 of Maths Class 8?

Algebraic expression factorization is a crucial ability for advanced math courses. It means breaking down an equation into smaller numbers. Factorization of expressions is a difficult procedure that necessitates a thorough grasp of factors and the methods for listing them. Students may swiftly gain this information by thoroughly practising NCERT Solutions of Chapter 14 of Maths Class 8 in order to prepare effectively for examinations. These solutions also help pupils build confidence in preparation for a variety of competitive studies.

5. What is the formula for factorisation for solving sums in Exercise 14.4?

The factorization formula breaks down a large number into smaller numbers or factors. A factor is a number that divides a given integer completely without leaving any residual. The factorization formula for a given value is as follows N = Xa × Yb × Zc

N = Any number

X, Y, and Z = Factors of number N

a, b, and c = exponents of factors X, Y, and Z respectively.

6. What is factorisation algebra according to Chapter 14 of Maths Class 8?

The term "algebraic factorization" refers to the process of identifying the factors of a given expression, which entails identifying two or more expressions whose product is the given expression. Factorization of algebraic expressions is the process of finding two or more expressions whose product is the given expression.