Question
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Match each operation to its opposite. Drag each tile to the correct box. For help, see this worked example \( \mathbb{C} \). Tiles exponent multiplication subtraction Pairs division radical addition

Ask by Savage Pena. in the United States
Feb 02,2025

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Answer

**Matched Pairs:** - **Exponent** → **Radical** - **Multiplication** → **Division** - **Subtraction** → **Addition**

Solution

Sure! Here's how the operations pair up with their opposites: - **Exponent** ↔ **Radical** - **Multiplication** ↔ **Division** - **Subtraction** ↔ **Addition** **Matched Pairs:** - **Exponent** → **Radical** - **Multiplication** → **Division** - **Subtraction** → **Addition** --- **Tiles:** - **Exponent** 🡒 **Radical** - **Multiplication** 🡒 **Division** - **Subtraction** 🡒 **Addition** Feel free to drag each tile to its corresponding opposite pair as listed above!

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When we think about operations and their opposites, we can have a little fun with the relationships between them! For example, the opposite or inverse of addition is subtraction, while division serves as the opposite of multiplication. Then, when we dive into exponents, we find that taking a radical (like a square root) acts as its opposite! In a nutshell: - Addition ↔ Subtraction - Multiplication ↔ Division - Exponentiation ↔ Radical

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