What is the order of operations? The group of mathematicians that hold meetings to discuss the order in which expressions should be evaluated. A set of guidelines that describe the best order for terms to be written within equations so that the equation is easy to read and understanc A set of rules that define the order in which the different operations should be performed so that expressions can be evaluated consistently. A set of properties that can be used to change the order in which operations are performed within expressions. What acronym is used to describe the order of operations? Whed

The **order of operations** is a fundamental set of rules in mathematics that defines the correct sequence to evaluate different operations within an expression. This ensures that expressions are interpreted and solved consistently, avoiding ambiguity. ### Selecting the Correct Definition Among the options you've provided, the most accurate definition is: - **A set of rules that define the order in which the different operations should be performed so that expressions can be evaluated consistently.** This definition captures the essence of what the order of operations is intended to achieve in mathematical expressions. ### Common Acronyms for Order of Operations Several acronyms help remember the order of operations. The most widely recognized ones include: 1. **PEMDAS**: - **P**: Parentheses - **E**: Exponents - **M**: Multiplication - **D**: Division - **A**: Addition - **S**: Subtraction 2. **BODMAS**: - **B**: Brackets - **O**: Orders (i.e., powers and roots) - **D**: Division - **M**: Multiplication - **A**: Addition - **S**: Subtraction 3. **BEDMAS**: - **B**: Brackets - **E**: Exponents - **D**: Division - **M**: Multiplication - **A**: Addition - **S**: Subtraction The acronym **PEMDAS** is commonly used in the United States, while **BODMAS** is more prevalent in some other English-speaking countries like the United Kingdom and Canada. ### Clarifying "WHEd" The acronym **"Whed"** does not correspond to any standard order of operations acronym in mathematics. It's possible there was a typo or misunderstanding. If you intended to refer to a specific acronym, please provide more details or check for any possible spelling errors. ### Summary of Order of Operations (PEMDAS/BODMAS) 1. **Parentheses/Brackets**: Solve expressions inside parentheses or brackets first. 2. **Exponents/Orders**: Calculate exponents (powers and roots). 3. **Multiplication and Division**: From left to right. 4. **Addition and Subtraction**: From left to right. **Example:** Evaluate the expression: \[ 3 + 6 \times (5 + 4) \div 3 - 7 \] **Steps:** 1. **Parentheses**: \(5 + 4 = 9\) 2. **Multiplication**: \(6 \times 9 = 54\) 3. **Division**: \(54 \div 3 = 18\) 4. **Addition and Subtraction**: \(3 + 18 = 21\), then \(21 - 7 = 14\) **Result:** 14 Understanding and applying the order of operations correctly ensures accurate mathematical calculations and problem-solving.