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A university professor teaches an introductory class with n students. On the first exam, the average (arithmetic mean) of the n scores of these students was exactly 72.5. After the exam, a new student transferred into the professor's class. The student had taken the same exam in another professor's class. The new average score on the exam, including the n scores of the original students, and the new student's score of S, was exactly 72.4.
Select for n and for S values that are jointly consistent. Make only 2 selections, one for each.
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A university professor teaches an introductory class with n students. On the first exam, the average (arithmetic mean) of the n scores of these students was exactly 72.5. After the exam, a new student transferred into the professor's class. The student had taken the same exam in another professor's class. The new average score on the exam, including the n scores of the original students, and the new student's score of S, was exactly 72.4.
Select for n and for S values that are jointly consistent. Make only 2 selections, one for each.
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