Question 1
Refer to the information provided in Figure 8.4 below to answer the question(s) that follow.
![](data:image/png;base64, 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)
![](data:image/png;base64, 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)
Refer to Figure 8.4. If six microwave ovens are produced, average variable costs are
◦ $50.
◦ $100.
◦ $150.
◦ $300.
Question 2
Refer to the information provided in Figure 8.4 below to answer the question(s) that follow.
![](data:image/png;base64, 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)
![](data:image/png;base64, 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)
Refer to Figure 8.4. If six microwave ovens are produced, Micro Oven's average total costs are
◦ $100.
◦ $150.
◦ $300.
◦ indeterminate from this information.