To solve the problem, first determine the work done by 3 men and 6 boys in one day. If 3 men and 6 boys complete the work in 20 days, their combined work rate is 1/20 of the work per day.
Let the work rate of one man be ( m ) and one boy be ( b ). Thus, ( 3m + 6b = \frac{1}{20} ).
Now, for 6 men and 8 boys, the work rate is ( 6m + 8b ). To find how long they will take to complete the same work, calculate the ratio of the work rates. The new work rate simplifies to ( 2(3m + 4b) ).
Using the previous equation, we can find that ( 3m + 6b ) is half of ( 3m + 4b ) since ( 3m + 6b = \frac{1}{20} ) implies ( 3m + 4b ) is also constant. Hence, the time taken by 6 men and 8 boys to complete the work is 12 days.
In 4 days!
The same as elsewhere
31 days. The number of days in October has remained the same since about 45BC.
Assuming it was going at the same rate, then the answer is 1250 days.
If a man working 6 hours per day can complete a piece of work in 12 days, the total work done is 6 hours/day × 12 days = 72 hours. To finish the same work in 8 days, he needs to work 72 hours ÷ 8 days = 9 hours per day. Therefore, he must work 9 hours per day to complete the task in 8 days.
10 kindly do the steps
In 4 days!
6 boys and 15 girls can do a piece of work in 4 days while 12 boys 3 girls do the same work in 5 days. In how many days will 1 boy and 1 girl do the work seperately ?
153
the answer will be 4
22,238,080 minutes is the same as about 15,443.111 days.
Its about many different kinds of boys. They are just not the same, if you watch the videos the boys are all different
it has the same days as spring, summer, and fall which means it has 91.25 days.
21
The same as elsewhere
The same as it does on even days of the year!
If you have the same birthday, there are 7305 days between you.