To determine the correct statement describing the relationship between the amount of money the student makes and time in days, we need to identify how the base amount (a one-time charge) and the daily charge are structured.
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A. The student charges $11 plus an additional $20 per day.
- This means the total money earned after \(x\) days would be: \( \text{Total} = 11 + 20x \).
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B. The student charges $20 plus an additional $11 per day.
- This means the total money earned after \(x\) days would be: \( \text{Total} = 20 + 11x \).
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C. The student charges $20 plus an additional $10 per day.
- This means the total money earned after \(x\) days would be: \( \text{Total} = 20 + 10x \).
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D. The student charges $10 plus an additional $20 per day.
- This means the total money earned after \(x\) days would be: \( \text{Total} = 10 + 20x \).
The correct relationship will depend on which specific charges are applicable. However, without additional contextual information, we can't determine which specific option correctly describes the situation.
Do you have further context or numerical information related to the charges or total earnings of the student?