If a person reads two chapters a day, with each chapter having 6 pages, and there are 798 pages in total, how many days will it take them to finish reading?
It will take them 66 1/2 days to finish reading.
To determine the total reading days, first calculate the total chapters by dividing the total pages (798) by the pages per chapter (6), resulting in 133 chapters. Since the person reads 2 chapters per day, divide the total chapters (133) by 2, yielding 66.5 days.
This choice reflects the total number of chapters, not the number of days required to read them. Since the person reads two chapters per day, simply counting the chapters does not account for the reading rate, resulting in an incorrect interpretation of the question.
This option drastically overestimates the number of days. It appears to be derived from multiplying the total pages (798) by a reading rate without taking the chapters into account. The calculation should focus on chapters read per day rather than pages, leading to a significant miscalculation.
This is the correct answer, as it accurately represents the number of days needed to finish reading. By calculating the total number of chapters (133) and dividing by the reading rate of 2 chapters per day, we find that it will take 66.5 days to complete the reading.
This choice suggests an incorrect number of days based on a miscalculation of the reading rate. It seems to confuse the total pages with an incorrect assumption about the chapters read per day, failing to accurately follow the reading strategy provided in the question.
The calculation of reading days involves understanding the relationship between pages, chapters, and daily reading rate. With 798 pages divided into chapters of 6 pages each, the reader faces a total of 133 chapters. Since they read 2 chapters per day, the necessary time to complete the reading amounts to 66.5 days, confirming choice C as the only correct answer.
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