Exercise 8.2 class 8 solution

Exercise 8.2 class 8 solution-Introduction

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Exercise 8.2 class 8 solution-Multiplying a monomial by another monomial

When you multiply a monomial by another monomial, you apply the rules of multiplication to combine their coefficients and variables. A monomial is an algebraic expression that consists of a single term. Here’s how to multiply two monomials together:

Multiply the coefficients: Multiply the numerical coefficients (constants) of the two monomial.
Combine the variables: Combine the variables in the two monomials by applying the rules of exponents:
- For the same variables with the same base, add their exponents.
- For different variables, just write them together.
Write the result as a monomial: Combine the product of coefficients and variables into a single monomial.

Let’s look at an example:

Exercise 8.2 class 8 solution-Multiplying two monomials

When you multiply two monomials together, you apply the rules of multiplication to combine their coefficients and variables. A monomial is an algebraic expression that consists of a single term. Here’s how to multiply two monomials together:

Multiply the coefficients: Multiply the numerical coefficients (constants) of the two monomials.
Combine the variables: Combine the variables in the two monomials by applying the rules of exponents:
- For the same variables with the same base, add their exponents.
- For different variables, just write them together.
Write the result as a monomial: Combine the product of coefficients and variables into a single monomial.
- Let’s look at an example:

Exercise 8.2 class 8 solution – Multiplying three or more monomial

When you multiply three or more monomials together, you apply the same principles as when multiplying two monomials. You multiply the coefficients and combine the variables using the rules of exponents. Here’s how to multiply three or more monomials together:

Multiply the coefficients: Multiply the numerical coefficients (constants) of all the monomials.
Combine the variables: Combine the variables in all the monomials by applying the rules of exponents:
- For the same variables with the same base, add their exponents.
- For different variables, just write them together.
Write the result as a monomial: Combine the product of coefficients and variables into a single monomial.

Here’s an example with three monomials:

The process remains the same when multiplying more than three monomials. Multiply the coefficients, combine the variables, and write the result as a monomial.

Example 8.2.1 Find the product of 2zx3y,4z

Exercise 8.2 class 8 solution – exercise preview

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Exercise 8.2 class 8 solution- solution pdf

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8.2

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