Final answer:
Without the specific datasets for the number of pages read per day, we cannot calculate the exact difference between the medians for the two books. Therefore, we cannot determine how many times the mean absolute deviation fits into the difference between the medians.
Step-by-step explanation:
The student is asking about the relationship between the mean absolute deviation and the difference in medians of the number of pages Mandee read per day for two books. The mean absolute deviation for each book is stated to be 1.25. To answer the question, we first would need the medians for each book, but since we do not have the actual datasets for the number of pages read per day, we cannot calculate the exact medians. Instead, let's assume that the medians are m1 for Book 1 and m2 for Book 2, with the difference between them being |m1 - m2|. The question then is asking how many times the mean absolute deviation (1.25) fits into the difference between these medians. Without the specific median values, we can't provide a numerical answer; instead, we can only state the relationship abstractly as |m1 - m2|/(1.25).