How many men can do a job in 10 days?

How many men can do a job in 10 days?

20 men can do a job in 10 days, working 8 hours a day. If women are 33.33\% more efficient than men, how many women will it take to finish the same job in 10 days working 6 hours a day? – Quora 20 men can do a job in 10 days, working 8 hours a day.

How much work can 16 men do in 8 hours?

Answer: We are given that sixteen men can do a certain work in 8 hours. The same amount of work can be done by 12 boys in 24 hours. We can write 16 = 1/8 and 12 = 1/24. Therefore we can write the two equations as (16 men)× (8 hours) = 1 [ 1 means the complete 100\% of work].

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How many days does it take to do the same work?

10x = 120 → x = 12 days, the number of work days required for 21 men working 10 hours daily to do the same work. 24 men can do a work in 16 days while 36 women can do the same work in 24 days. In how many days will 8 men and 6 women together complete the same work?

How many boys can complete the work in 12 days?

Converting the equation to boys only, we have: 8 men + 12 boys = 9 × 2 boys + 12 boys = 30 boys. Similalry, from the second condition in the question, we have: 40 men + 45 boys = 10 × 9 boys + 45 boys = 135 boys. Now, 30 boys can complete the work in 12 days.

As if 15 men can complete the work in 10 days therefore we can say that 1 man can complete the whole work in 150 days i.e 8 clever moves when you have $1,000 in the bank. We’ve put together a list of 8 money apps to get you on the path towards a bright financial future. 15 men do a job in 10 days.

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How do you calculate man hours worked for 30 hours?

Man hours worked = ten men each three outs or ten times three or thirty. As only one person is doing the 30 hours they would take 30 divided by one or 30 hours. A good problem for 8 to 10 year old.

What is the formula for rate time job?

, doing the one job and using the uniform rate idea, RT=J for rate time job. The factor used with the number r is for how many men are doing work, since the rate of any group is the sum of the individual rates, and all of them being r. is the time, unknown, in days for the group of four men.

How do you calculate the rate of work for one person?

Try it this way. Let r = the rate for ONE man, assuming each man works at this rate. , doing the one job and using the uniform rate idea, RT=J for rate time job.

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