6. Which operation is performed in the second step of the problem below? $$ \frac{7^{2}-9}{3+2} $$ A. subtraction B. multiplication C. division D. evaluate the exponent

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To determine which operation is performed in the **second step** of evaluating the expression:

$$
\frac{7^{2} - 9}{3 + 2}
$$

Let's follow the **order of operations** (PEMDAS/BODMAS):

1. **Parentheses/Brackets**: Evaluate expressions inside parentheses.
2. **Exponents/Orders**: Calculate powers and roots.
3. **Multiplication and Division**: From left to right.
4. **Addition and Subtraction**: From left to right.

**Step-by-Step Evaluation:**

1. **First Step: Evaluate the Exponent**
   $$
   7^{2} = 49
   $$
   The expression becomes:
   $$
   \frac{49 - 9}{3 + 2}
   $$

2. **Second Step: Perform the Subtraction in the Numerator**
   $$
   49 - 9 = 40
   $$
   Now, the expression is:
   $$
   \frac{40}{3 + 2}
   $$

3. **Third Step: Perform the Addition in the Denominator**
   $$
   3 + 2 = 5
   $$
   The expression simplifies to:
   $$
   \frac{40}{5}
   $$

4. **Final Step: Perform the Division**
   $$
   40 \div 5 = 8
   $$

**Conclusion:**
The **second step** involves performing **subtraction** in the numerator.

**Answer:**  
A. subtraction
In the second step, subtraction is performed in the numerator.

Which operation is performed in the second
step of the problem below?

A. subtraction
B. multiplication
C. division
D. evaluate the exponent

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Which operation is performed in the second step of the problem below? A. subtraction B. multiplication C. division D. evaluate the exponent