This problem asks us to determine the daily wage for a single worker, given the total amount paid to multiple workers over a period of several days. We need to break down the total wages to find the specific amount earned by one person in one day.
Let's list the details given in the question:
First, we need to find out how much money one worker earned over the entire six-day period. To do this, we divide the total wages paid to all workers by the number of workers.
The formula is:
Wage per worker for 6 days = \( \frac{\text{Total Wages}}{\text{Number of Workers}} \)
Plugging in the values:
Wage per worker for 6 days = \( \frac{₹1,200}{10} \)
Wage per worker for 6 days = \( ₹120 \)
So, each worker earned ₹120 during the six days.
Now that we know the total amount one worker earned over six days (₹120), we can calculate their earning for a single day. We do this by dividing the worker's total earning for the period by the number of days they worked.
The formula is:
One-day wage per worker = \( \frac{\text{Wage per worker for 6 days}}{\text{Number of Days}} \)
Plugging in the values:
One-day wage per worker = \( \frac{₹120}{6} \)
One-day wage per worker = \( ₹20 \)
Based on the calculations, the one-day wage of one worker is ₹20.
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If 15 men can complete a work in 16 days by working 8 hours daily, then in how many days will 10 men complete the work by working 12 hours daily?
10 men working 8 hours a day can finish a work in 28 days. In how many days, 8 men working 5 hours a day with complete 50% of that work?
A can do a work in 12 days and B in 16 days. They undertook to do it for Rs. 6000 with the help of ‘C’ they completed the work in 6 days. What is the share of A?
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