If Suzanne can read 1 page in 3 minutes, then in 5 minutes, she can read (\frac{5}{3}) pages, which is approximately 1.67 pages. Therefore, she can read 1 full page and a little more than half of another page in that time.
To determine how many pages the typist can copy in 49 minutes, we divide the total time by the time per page. 49 minutes / 3.5 minutes per page = 14 pages. Therefore, the typist can copy 14 pages in 49 minutes.
5 hours = 5*60 = 300 minutes That is 300/3 = 100 lots of 3 minutes ie 100 pages.
If all pages are numbered (usually page 1 is not numbered) then 537.
It's gonna be from 2 to 3 pages, if there are 250-280 words on page.
The average 7th grader can typically read about 150-200 words per minute. Given that a standard page contains approximately 250-300 words, a 7th grader might read about half a page to a full page in fifteen minutes. This can vary based on the complexity of the text and the individual student's reading skills.
if she read 1 page in 3 minutes then she can read 60/3 pages in 1 hour = 20 if she can read 20 pages in 1 hour then she can read 20 x 5 pages in 5 hours = 100 pages answer 100 pages
100 pages.
1 hour = 60 minutes5 hours = (5 x 60) = 300 minutes = (300 / 3) = 100 pages
To determine how many pages the typist can copy in 49 minutes, we divide the total time by the time per page. 49 minutes / 3.5 minutes per page = 14 pages. Therefore, the typist can copy 14 pages in 49 minutes.
Three-and-a-bit
Good for her!
It depends which style you have. My hardcover has 390.
6. One typist types one page in two minutes.
120 pages. She reads 1 page in 1.5 min or 90 sec.
1 page
It is 1.5 pages per minute or 2/3 minutes per page.
It would take Sam 1,815 minutes to read 605 pages (3 minutes per page x 605 pages). This is equivalent to 30 hours and 15 minutes.