A man working for 8 hours a day can complete a job in 12 days. He is paid a sum of $150 per day. Three women work as efficiently as two men, but are paid a sum of $10 per hour. A contractor needs to finish the job in 6 days. He has to decide between employing men or women. How much money will he save, if he employs women to do the job instead of men?
Answer
a) $320
b) $340
c) $360
d) $380
e) $400
Solution: The trick to solve Work related questions is to try and equate the amount of work done by the two set of people, to arrive at a common point for the duration of work to be completed.
A man can finish the work in 12 days
Therefore, two men can finish the same piece of work in 6 days.
Three women work as efficiently as two men, thus, three women can complete the piece of work in 6 days.
Amount to be paid to two men for 6 days = 2 * 6 * $150 = $1800
Amount to be paid to three women for 6 days = 3 * 8 * 6 * $10 = $ 1440
Amount of money saved...
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Categories : Work Problems
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Categories : Rate Problems, Work Problems
X and Y, two computer engineers, built identical websites at different constant rates. X, working alone for 7 hours, built some of the website; then Y, working alone for 6 hours, built the rest of the website. How many hours would it have taken X, working alone, to build all of the website? |
Carefully go through the following question types. These are the standard work rate problems that you would encounter in your GMAT Exam.