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translate the phrase into an algebraic expression. the product of w and…

Question

translate the phrase into an algebraic expression. the product of w and 2

Explanation:

Step1: Identify the operation

The phrase "the product of w and 2" means we need to multiply w and 2. In algebra, the product of two numbers (or a variable and a number) is represented by the multiplication operation.

Step2: Write the algebraic expression

When multiplying a variable \( w \) and a number 2, we can write it as \( 2\times w \) or more commonly as \( 2w \) (since in algebraic notation, the number is usually written before the variable when multiplying).

Answer:

\( 2w \) (or \( 2\times w \))