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How to calculate the number of days required to complete work?

How to calculate the number of days required to complete work?

Let the required number of days be x. More men, less days 19/3 : 5 :: 19 : x ⇒ 19 /3 *x = (5 *19) ⇒ x= (5* 19 * 3 /19 ) = 15. ∴ Required number of days = 15. Q 7 – 8 women can complete the work in 10 days and 10 children take 16 days to complete the same work.

How many women can complete the work in 5 days?

1 women can complete the work in (10 * 8) days= 80 days. 1 child can complete the work in (16 * 10) days= 160 days. 1 women 1 days work = 1/80 , 1 child 1 days work= 1/160. (10 women +12 children) 1 days work = ( 10 * 1/80 +12 * 1/160) = ( 1/8 + 3/40 ) = 8/ 40 = 1 /5. ∴ 10 women and 12 children will finish the work in 5 days.

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How long does it take to do a bit of work?

Q 1 – A can do a bit of work in 8 days, which B alone can do in 10 days in how long . In how long both cooperating can do it? A’s 1 day work= 1/8, B`s 1 day work = 1/10 ∴ (A+B) 1 day work = (1/8+1/10) = 9/40 Both cooperating can complete it in 40/9 days.

How many days does it take to complete 20 work alone?

A took 4 days to complete 20 work alone i.e. it did 5 work per day. (efficiencyis 5 of A). B took 5 days to complete 20 work alone,with the efficiency of 4 per day. A can do a work alone in 4 days. And same work B can complete in 5 days. And with the help of C they can do the work in 2 days.

How much does the average construction worker make a year?

The median annual wage for construction laborers and helpers was $37,080 in May 2020. The median wage is the wage at which half the workers in an occupation earned more than that amount and half earned less. The lowest 10 percent earned less than $25,770, and the highest 10 percent earned more than $65,780.

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How many men can do a piece of work in 19 days?

Q 6 – 5 men or 9 women can do a piece of work in 19 days. In how many days will 3 men and 6 women do it? 9 women = 5 men ⇒ 1 women = 5/9 men ⇒ 6 women = (5/9 * 6) men = 10/3 men. 3 men +6 women = (3+ 10/3 ) men = 19/3 men.