A soak away was dug by 5 men in 24 days. How many days will it take 15 men to dig it if they were to work at the same rate.
It is 5 × 24 divided by 15 the and is 8
One over three now right guys. That's the answer.
To solve this problem, we can use the concept of man-days. A man-day represents the amount of work one person can complete in a day.
According to the information given, 5 men dug the soak away in 24 days. This means that they collectively worked for a total of 5 * 24 = 120 man-days to complete the job.
Now, let's determine how many man-days it would take for 15 men to dig the soak away. Let's assume it takes x days for 15 men to complete the same job.
Since the amount of work required remains the same, we can set up a proportion:
5 men : 15 men = 120 man-days : x days.
To solve for x, we can cross-multiply:
5 * x = 15 * 120,
x = (15 * 120) / 5,
x = 3600 / 5,
x = 720.
Therefore, it would take 15 men a total of 720 days to dig the soak away if they were to work at the same rate as the initial group of 5 men.