In a library, 11 persons arranged 319 books in 4 hours. How many persons are required to arrange 725 books in 5 hours?

Answer: 20 persons
Explanation

To find out how many persons are required to arrange 725 books in 5 hours, let's first determine the rate at which the persons arrange books.

11 persons arranged 319 books in 4 hours.

Rate = 319 books / (11 persons * 4 hours) = 319 / 44 = 7.25 books per person per hour.

Now, let's calculate how many persons are needed to arrange 725 books in 5 hours at the same rate:

Total work = 725 books

Time = 5 hours

Rate per person = 7.25 books per hour

Persons required = Total work / (Rate per person * Time)

= 725 / (7.25 * 5)

= 725 / 36.25

= 20

This question appeared in Past Papers (5 times)
ETEA 25 Years Past Papers Subject Wise (Solved) (2 times)
ETEA Past Papers (1 times)
KPK Teacher Past Papers SST PST CT TT PET (2 times)
This question appeared in Subjects (1 times)
MATHS MCQS (1 times)

Install this app on your device for quick access right from your home screen.