When solving algebraic expressions, what is the first step recommended?

The first step recommended when solving algebraic expressions is to simplify the expression. Simplifying involves consolidating like terms, reducing fractions, and eliminating any unnecessary complexities in the expression. This process makes it easier to manipulate the algebraic structure and leads to clearer pathways for further operations such as solving for a variable or further factoring.

By simplifying first, you create a clearer representation of the expression, making subsequent steps—such as factoring—more straightforward and logical. When the expression is simplified, it often becomes easier to identify patterns or relationships that can aid in solving the problem effectively. This practice is fundamental in algebra, as it sets up a solid foundation for tackling more complex operations involved in solving equations.

For example, if an expression can be reduced to its simplest form, it minimizes errors and confusion that may arise from dealing with a more complicated expression later on. Therefore, embracing simplification as the initial step paves the way for a more efficient and accurate solving process.