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L8: Questions - Factorization, Mathematics, CBSE Class 8 Video Lecture

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FAQs on L8: Questions - Factorization, Mathematics, CBSE Class 8 Video Lecture

1. What is factorization in mathematics?
Ans. Factorization is the process of breaking down a number or an algebraic expression into its factors. Factors are the numbers or expressions that divide a given number or expression without leaving any remainder.
2. How is factorization useful in mathematics?
Ans. Factorization is useful in mathematics as it helps in simplifying complex expressions, solving equations, finding the greatest common factor, and determining prime numbers. It also helps in understanding the properties of numbers and simplifying calculations.
3. What are the different methods of factorization?
Ans. There are various methods of factorization, including: - Trial and error method: In this method, we try different factors of a number until we find the factors that divide it without leaving a remainder. - Prime factorization: This method involves finding the prime factors of a number by repeatedly dividing it by prime numbers. - Difference of squares: This method is used to factorize expressions that are in the form of "a^2 - b^2" by using the identity (a - b)(a + b). - Grouping method: This method is used to factorize expressions by grouping terms with common factors.
4. How can factorization help in solving equations?
Ans. Factorization can help in solving equations by transforming them into simpler forms. By factorizing the expressions on both sides of an equation, we can cancel out common factors and solve for the unknown variable. This is particularly useful when dealing with quadratic equations.
5. Can you explain the concept of prime factorization?
Ans. Prime factorization involves expressing a number as a product of its prime factors. To find the prime factors of a number, we divide it by prime numbers starting from 2 until we cannot divide it any further. The resulting factors are the prime factors of the number. Prime factorization helps in understanding the divisors and factors of a number, identifying prime numbers, and simplifying calculations involving large numbers.
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