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Mr Anant Roy, the renowned author, recently got his new novel released. To his utter dismay he found that for the 1,007 pages on an average there were 2 mistakes every page. While, in the first 612 pages there were only 434 mistakes, they seemed to increase for the latter pages. Find the average number of mistakes per page for the remaining pages.
  • a)
    6
  • b)
    4
  • c)
    2
  • d)
    None of these
Correct answer is option 'B'. Can you explain this answer?
Verified Answer
Mr Anant Roy, the renowned author, recently got his new novel released...
Total mistakes = 1007 x 2 = 2014
Let x be average mistake per page for the remaining pages
434 + 395x = 2014
395x = 1580 x = 4
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Most Upvoted Answer
Mr Anant Roy, the renowned author, recently got his new novel released...
To find the average number of mistakes per page for the remaining pages, we need to calculate the total number of mistakes in the remaining pages and divide it by the number of remaining pages.

Let's break down the information given in the problem:

- Total pages in the novel: 1,007
- Average number of mistakes per page: 2
- Number of mistakes in the first 612 pages: 434

We can calculate the total number of mistakes in the novel by multiplying the average number of mistakes per page by the total number of pages:

Total number of mistakes = 2 * 1,007 = 2,014

Now, let's calculate the number of mistakes in the remaining pages:

Number of mistakes in the remaining pages = Total number of mistakes - Number of mistakes in the first 612 pages
= 2,014 - 434
= 1,580

To find the average number of mistakes per page for the remaining pages, we need to divide the number of mistakes in the remaining pages by the number of remaining pages:

Average number of mistakes per page for the remaining pages = Number of mistakes in the remaining pages / (Total pages - Number of pages with mistakes)
= 1,580 / (1,007 - 612)
= 1,580 / 395
≈ 4

Therefore, the average number of mistakes per page for the remaining pages is approximately 4. Hence, option B is the correct answer.
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Mr Anant Roy, the renowned author, recently got his new novel released. To his utter dismay he found that for the 1,007 pages on an average there were 2 mistakes every page. While, in the first 612 pages there were only 434 mistakes, they seemed to increase for the latter pages. Find the average number of mistakes per page for the remaining pages.a)6b)4c)2d)None of theseCorrect answer is option 'B'. Can you explain this answer?
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