The ratio of number of male workers and female workers in a company is 5:1. If the

company has 250 male workers, how many female workers are there in the company?
How many more female workers are need to be recruited so that the ratio becomes 1:1?

5F = 250

F = 50 Females.

F = 250 - 50 = 200 Females needed.

To answer the first question, we can use the given ratio of 5:1 to find the number of female workers in the company. Since the ratio represents the number of male workers to the number of female workers, we divide the number of male workers (250) by the ratio of male to female workers (5:1).

Let's calculate:
Number of female workers = Number of male workers / Ratio of male to female workers
Number of female workers = 250 / 5
Number of female workers = 50

Therefore, there are 50 female workers in the company.

Now, to answer the second question and find the number of female workers needed to achieve a 1:1 ratio with male workers, we need to determine the difference between the current number of female workers and the number of male workers.

Let's calculate:
Difference = Number of male workers - Number of female workers
Difference = 250 - 50
Difference = 200

Therefore, 200 more female workers need to be recruited in order to achieve a 1:1 ratio with male workers.