Answer :
Final answer:
Using the concept of man-hours, we calculate the total work done in both scenarios and equate them to find the number of men required in the new scenario. It turns out to be 112 men to complete the job in 25 days working 10 hours each day.
Explanation:
Firstly, we need to understand how many man-hours were required to complete the job in the initial situation. This is given by Men * Days * Hours per day, or 100 * 35 * 8 = 28000 man-hours.
Next, we need to consider how many man-hours are available if the job needs to be completed in 25 days with 10 hours per day. This is given by Men * 25 * 10.
To find out the number of men required to do the job in the new scenario, we need to solve this equation: 28000 = Men * 25 * 10.
Solving for 'Men', we get Men = 28000 / (25 * 10), which equals 112. So, 112 men are required to complete the job in 25 days if they work 10 hours each day.
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