A contractor 2

A contractor has to complete his contract in 92 days. 234 men were set to do the work, each of them works for 16 hours/day. After 66 days, 4/7 of the work is completed. How many additional men may be employed, so that the work may be completed in time, each of additional men work 18h/day.

Correct answer:

n =  107.4286

Step-by-step explanation:

n1=234  w=92 n1 16=92 234 16=344448 h w2=66 n1 16=66 234 16=247104 h w3=74 w=74 344448=74 344448=71377792196827.4286 h  t=9266=26 d w4=n1 16 t=234 16 26=97344 h h=(ww3w4)=(344448196827.428697344)=7351936=502767450276.5714 h  n=18 th=18 2650276.5714=107.4286



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Showing 1 comment:
Dr Math
contract period =92 days.
234 men work for 16 hours/day.
In 66 days they did 4/7 of the work .
addl men work 18h/day.
Work left 1-4/7=3/7
Days left 92-66=26
66 days 4/7 work
In 26 days will do 26*4/7*66=52/231
Work left = 3/7-52/231 =(99-52)/231=47/231

4/7 in 66*234*16 hours
1 work in 66*234*16*7/4 hours
47/231 work will do in 66*234*16*7/4*47/231 hours

= By 66*234*16*7/4*47/231/(26*18) men
=(66*234*16*7*47)/(4*231*26*18)= 188 men





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