Final answer:
Based on the information provided, if a solar panel configuration operates with an annual average input of 4.8 kWh/m²/day and needs 6.25 m² to achieve 30 kWh per day at 100% efficiency, it could exceed 6,000 kWh annually under optimal conditions.
Step-by-step explanation:
The student's question relates to whether the annual energy output of a hypothetical model 1 can exceed 6,000 kWh. To answer this, we must consider the details provided in the information snippets. For instance, Table 13.2 mentions that with an annual average input of 4.8 kWh/m²/day, to achieve 30 kWh per day, you would need 6.25 m² of solar panels operating at 100% efficiency. The statement in reference 59 about achieving an additional 13 kWh per day suggests that the solar panel configuration in question could, under optimal conditions, potentially provide a daily output that, when scaled to a year, could indeed exceed 6,000 kWh.
From the provided snippets, Box 13.2 also gives us a conversion factor where 1 kWh/day is equivalent to 41.67 W. With this conversion, we can understand the scale of power in terms of continuous output. However, real-world factors such as efficiency, geographic location, and climatic conditions would affect the actual energy output, and these have not been accounted for in the question.