Question

A numbler of workers must weed a large Wheat Field. The number of daisies iwill it takes them variesation inversely with the number of workers. If it takes 6 days for 10 workers to weed the field, how lowly manely days would the weadingg take if there were twelve workers?​

Answer 1

Answer: Let x be the number of days it takes for y workers to weed the field. Then, we know that x and y are inversely proportional, meaning that x * y = k, where k is a constant.

Since it takes 6 days for 10 workers to weed the field, we have:

6 * 10 = k

So, k = 60.

Now, to find the number of days it would take if there were 12 workers, we can plug in y = 12 and solve for x:

x * 12 = 60

x = 60/12

x = 5

Therefore, it would take 5 days for 12 workers to weed the field.

Explanation: