A construction company employs 60 men to build a bridge of 500 m in 30 days working 8 hours a day. If in 24 days they completed 3/5 part of work, then how many more employees should be hired to finish the work in time, working 10 hours a day?
Work completed by 60 men in 24 days, working 8 hrs/day=3/5, so remaining work=(1 - 3/5)=2/5
Let 'x' more men are employed to complete the remaining work in 6 days, working 10 hrs/day
Then, according to Men, days & work formula
60 men * 24 days * 8 hrs / (3/5) = (60+x) men * 6 days * 10 hrs / (2/5)
128 = (60+x)
x = 68