Question

working for 6 hours daily 40 people can complete a work in 14 days working for 8 hours daily if the work is to be finished in 7 days how many people are needed to do the same work

Answer 1

HELLO FRIEND HERE IS YOUR ANSWER,,,,,,


Given (first case),,,


Workers working for "6 hours daily" , in that "40 people can complete the work" and that is in "14 days".


Therefore,,,, this equation becomes like this,,


$= > 6 \times 40 \times 14 \\ \\ \\ = > 240 \times 40 \\ \\ \\ = > 3360$


Now, in the second case they have given, they now work "8 hours daily" and work is needed to get finished within a time of "14 days"


Now,, to find the number of workers we'll use a variable that is ,,,, "x"

Therefore,,,,


$= > (8 \times 7)x = 3360 \\ \\ \\ = > 56x = 3360 \\ \\ \\ = > x = 60$


So , a grand total of $\boxed{\textbf{"60 people"}}$ will need to do the work "8 hours daily" in a total of "7 days" to get their work completed



HOPE THIS HELPS YOU AND CLEARS YOUR DOUBTS FOR FINDING THE NUMBER OF WORKERS NEEDED TO COMPLETE THE WORK!!!!

Answer 2

Step-by-step explanation:

8×7×x= 6×14×40 = 60

hence , 60 people will be required to complete the work in time