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Translate the phrase into an algebraic expression. The difference of \( c \) and 2 \( \square \)

Ask by Newton Moreno. in the United States
Mar 09,2025

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The algebraic expression is \( c - 2 \).

Solución

1. The phrase "the difference of \( c \) and 2" indicates that we subtract 2 from \( c \). 2. Therefore, the algebraic expression is \( c - 2 \).

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The phrase "the difference of \( c \) and 2" can be translated into the algebraic expression \( c - 2 \). This means you take the value of \( c \) and subtract 2 from it. It's a straightforward operation but crucial for expressing many mathematical concepts! In the world of algebra, understanding how to express phrases accurately is like learning the vocabulary of a new language. By getting comfortable with these expressions, you can tackle more complex equations and word problems with confidence. Plus, it’s a skill that gets better with practice!

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