Simplifying algebraic expressions can appear complex, but it is one of the most important skills to master in algebra. Knowing how to simplify an expression is essential for solving equations and understanding many algebraic concepts, such as factoring and expanding polynomials. The expression 7n 2n 3p 2p is no exception and can be simplified to 5n p.

## Steps for Simplifying 7n 2n 3p 2p

The steps to simplify 7n 2n 3p 2p are as follows:

1.Identify like terms. The first step in simplifying an expression is to identify like terms. In this expression, there are two like terms: 7n and 2n. Similarly, there are two like terms 3p and 2p.

2.Combine like terms. Once the like terms have been identified, they can be combined. When combining like terms, the coefficients of the terms are added together. So in this expression, 7n and 2n can be combined to form 9n, and 3p and 2p can be combined to form 5p.

3.Combine the combined terms. In the expression 7n 2n 3p 2p, there are two combined terms: 9n and 5p. These two terms can be combined to form the simplified expression 5n p.

## Simplifying Other Expressions

The steps for simplifying 7n 2n 3p 2p can be applied to any expression that contains like terms. For example, consider the expression 12x 5x 3y 2y. Identifying like terms, 12x and 5x can be combined to form 17x, and 3y and 2y can be combined to form 5y. The simplified expression is then 17x 5y.

## Conclusion

Knowing how to simplify algebraic expressions is an important skill to master in algebra. The expression 7n 2n 3p 2p can be simplified to 5n p using the steps of identifying like terms, combining like terms, and combining the combined terms. The same steps can be applied to any expression that contains like terms, such as 12x 5x 3y 2y, which simplifies to 17x 5y.

Simplifying 7n 2n 3p 2p involves identifying like terms, combining like terms, and combining the combined terms. This same process can be used to simplify any expression that contains like terms.

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