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Answer :
Final answer:
The space occupied by each student, based on a total area of 12.0 m² with an error margin of 0.4 m², would be 11.6 m². However, this does not match any of the given multiple-choice options, so none of the options (a, b, c, d) is the correct answer based on the information provided. Th correct option is not listed here.
Explanation:
The question refers to calculating the amount of ground space occupied by each student in a conical tent, given that they need an area of 12.0 m² with an uncertainty of 3 percent. To find the answer, we first consider the total area and then incorporate the error margin. This error margin is calculated as 3 percent of 12.0 m², which equals 0.36 m². After rounding up to the nearest tenth of a square meter, we use 0.4 m² for our calculation. Now, subtracting the error margin from the total area, we get: 12.0 m² - 0.4 m² = 11.6 m²
If no further context is provided, and assuming only one student occupies this space, 11.6 m² would be the correct area occupied by each student. However, without knowing the total number of students or additional context, it's not possible to give a definitive answer from the provided options a) 54 m², b) 38.5 m², c) 86 m², or d) 24 m². None of these options match our calculation based on the given data. Therefore, with the given options in the multiple-choice question, none of the options provided is correct based on the calculation we have performed.
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