1 Answers
Option 3 : 60 days
Given:
50M + 60W = 5 (1)
30M + 20W = 9 (2)
As work done in both the case is same,equating both the cases:
250M + 300W = 270M + 180W
⇒ 120W = 20 M
⇒ 6W = M (3)
Now, Total work = 250M + 300W = 270M + 180W
Putting the value of M in equation (1)
Total work = 250M + 300W
⇒ Total work = 250(6W) + 300W
⇒ Total work = 1800W
Now,
4M + 6W = 4(6W) + 6W = 30W
∴ Number of days in which 4M and 6W can complete the work = 1800W/30W = 60 days
4 views
Answered