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Let's analyze the data to find the correct answer.

We are given several financial categories:
- Cost (C)
- Operating Expense (OE) = $17
- Breakeven Point (BP) = $134
- Reduced Price (RP)
- Operating Loss (OL)
- Absolute Loss (AL) = $9

Using the breakeven point formula:

\[
\text{Breakeven Point} = \text{Cost} + \text{Operating Expense}
\]

We can calculate the cost:

\[
134 = C + 17 \implies C = 134 - 17 = 117
\]

So, the **Cost** is $117. 

Now, we look at the options to match with the correct set of remaining values:
- **Operating Loss:** If Cost = $117 and Reduced Price (RP) = $108, then:

\[
\text{Operating Loss} = \text{Cost} - \text{Reduced Price} = 117 - 108 = 9
\]

Since the **Absolute Loss** is $9, there is **no operating loss** (as stated in option B). Therefore, the correct answer is:

**B. Cost = $117 | Reduced price = $108 | Operating loss = none**

Would you like more details or have any other questions?

Here are some related questions:
1. What is the difference between operating loss and absolute loss?
2. How is the breakeven point determined in this scenario?
3. Can operating expense ever reduce absolute loss directly?
4. How would changes in the operating expense affect the breakeven point?
5. What happens if the reduced price is lower than the operating expense?

**Tip:** Breakeven analysis is a powerful tool to determine when a business covers all its costs without making a profit.

Find the missing quantities based on the provided financial data table and select the correct answer from the multiple-choice options.

Learn how to solve a problem involving cost, operating expenses, breakeven points, and losses. This step-by-step solution covers key financial concepts and formulas. Suitable for students in Grades 9-12.

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