Eight workers can build a cabin in 60 hours. How many workers are needed if the cabin is to be built in 32 hours?

Answer 1

To determine how many workers are needed to build the cabin in 32 hours, we can use the formula: (workers) x (time) = constant. In this case, the constant is the same amount of work needed to build the cabin. So, 8 workers x 60 hours = 480 worker-hours. To build the cabin in 32 hours, we divide the constant (480 worker-hours) by the new time (32 hours) to find that 15 workers are needed to build the cabin in 32 hours.

Answer 2

Well, isn't that a fun little math problem! If eight workers can build a cabin in 60 hours, we can use a simple formula to find the answer. By multiplying the number of workers by the time it takes to build the cabin, we can see that we need 15 workers to build the cabin in 32 hours. Happy little workers building a happy little cabin!

Answer 3

Well, darling, if eight workers can build a cabin in 60 hours, you're gonna need more than a magic wand to get it done in 32 hours. You'd need 15 workers to speed things up and get that cabin built on time. Math doesn't lie, honey.

Answer 4

Oh, dude, let me break it down for you. If eight workers can build a cabin in 60 hours, that means it takes them 480 worker-hours to finish it. So, if you want the cabin done in 32 hours, you'd need more workers to split the workload, like around 15 workers. But hey, who's counting, right?

Answer 5

Since we are given no information to the contrary, the following discussion assumes that all men are created equal, and every worker accomplishes the same amount of work in the same amount of time. Since 8 workers can build a cabin in 60 hours, the job comprises (8 man) times (60 hours) = 480 man-hours of labor. That doesn't change. Now however, 480 man-hours of labor must be completed in 32 hours. The number of workers required to accomplish this is (480 man-hours) divided by (32 hours) = 15 man.