Mr. Soni owns a paper factory with a fixed number of workers. He receives a contract to manufacture 5000 reams of paper, which he gets completed in 6 days. But he does not employ all his workers on this job. On Day I, he employs only 3 workers and on day 6, he employs 4 workers. Every day, he either adds one worker or removes one worker from this particular job. All the workers work for 8 hours per day with equal efficiencies. Mr. Soni pays each worker at the rate of Rs. 20 per hour for this job. Q1. What is the minimum number of workers required to finish the job in one day? Q2. If Mr. Soni pays the worker Rs. 3040 in all for this job, how many workers work on Day 37? Q3. If only 2 workers were employed on this job on Day 4, what could be the total amount that Mr. Soni pays the workers for this job for 6 days? Q4. If not more than 4 workers worked on this job on any dya, which of the following could not be the amount that Mr. Soni pays the workers for this job for 6 days? Q5. In order to complete this job in 6 days, Mr. Soni employs 6 workers on some day. If he had employed exactly 3 workers on each day and paid them the same amount, the job would have been completed in: |
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this question based on SIMCAT-7-2007,problem inu rdata here not 500 in question 5000
and ans is
1>15
2>3
3>2400
4>none of these
5>9 days
Little STar
n/a
Plz solve..
n/a
What we know
Day1 – 3
Day2 –
Day3 –
Day4 –
Day5 –
Day6 – 4
Q1. To complete the above series with minimum value we have to put 2, 1, 2, 3 in day 2 to day 4 (why?)
The idea is to minimize the numbers so I subtracted 1 from each number on either side to get the next number and once number 1 is reached I have to add 1 to get the desire number at the end.
3, 2, 1, 2, 3, 4 = 15
Q2.
Each man work 8hr/day and get Rs 20/hr
So payment per worker/day = 160
Total payment = 3040
Total workers = 3040/160 = 19
The possible series is
3, 2, 3, 4, 3, 4
Number of workers on day3 = 3
n/a
Q3.
15 x 160 = 2400 (b)
Q4.
a. Rs. 2720/160 = 17 = 3, 2, 3, 2, 3, 4
b. Rs. 3040/160 = 19 = 3, 2, 3, 4, 3, 4
c. Rs. 2400/160 = 15 = 3, 2, 1, 2, 3, 4
d. Rs. 3360/160 = 21 = 3, 4, 3, 4, 3, 4
e. None of these
n/a
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