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A contract is to be completed in 48 days and 125 men were set to work each working 9 hours a day. After 28 days, 3/7 of the work is completed. How many additional men may be employed, so that the work may be completed in time, each man now working 10 hours day?
80
56
85
42
- Total Work: The contract is to be completed in 48 days with 125 men working 9 hours each day.
- Hence, total work = 125 men × 9 hours/day × 48 days.
- Work Done Till Now: After 28 days, 3/7 of the work is completed.
- So, work left = 4/7 of the total work.
- Current Resources: 125 men, 9 hours/day, for 20 more days.
- Adjustment: Each man will now work 10 hours/day.
- New Condition: To complete the work in the remaining 20 days.
- Calculation: Let's determine additional men.
- New total work by current men = 125 men × 10 hours/day × 20 days.
- Solution: After setting the equation with above details, you need additional men.
- Final Answer: Using the calculation, 85 additional men are needed.
So, the correct option is Option 3: 85.
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