Direction for questions 1 to 5:

Based on the data in the table, answer the questions that follow. The following table presents the percentage breakup of employees and the ratio of male to female employees working in five different organisations (A to E). There is a total number of 35,000 employees working in all five organisations.

What is the total number of females in all the five organisations together?

The correct option is 19,040.

Based on the provided table, the total number of employees working in all five organisations is 35,000. Let's calculate the number of female employees in each organisation step-by-step.

1. Organisation A:
Percentage of employees = 18%
Total employees in A:
$18\%\text{of}\mathrm{35,000}=\frac{18}{100}\times \mathrm{35,000}=\mathrm{6,300}$
The ratio of male to female employees is 3:7.
Number of female employees in A:
$\frac{7}{3+7}\times \mathrm{6,300}=\frac{7}{10}\times \mathrm{6,300}=\mathrm{4,410}$

2. Organisation B:
Percentage of employees = 22%
Total employees in B:
$22\%\text{of}\mathrm{35,000}=\frac{22}{100}\times \mathrm{35,000}=\mathrm{7,700}$
The ratio of male to female employees is 11:9.
Number of female employees in B:
$\frac{9}{11+9}\times \mathrm{7,700}=\frac{9}{20}\times \mathrm{7,700}=\mathrm{3,465}$

3. Organisation C:
Percentage of employees = 31%
Total employees in C:
$31\%\text{of}\mathrm{35,000}=\frac{31}{100}\times \mathrm{35,000}=\mathrm{10,850}$
The ratio of male to female employees is 3:2.
Number of female employees in C:
$\frac{2}{3+2}\times \mathrm{10,850}=\frac{2}{5}\times \mathrm{10,850}=\mathrm{4,340}$

4. Organisation D:
Percentage of employees = 15%
Total employees in D:
$15\%\text{of}\mathrm{35,000}=\frac{15}{100}\times \mathrm{35,000}=\mathrm{5,250}$
The ratio of male to female employees is 2:3.
Number of female employees in D:
$\frac{3}{2+3}\times \mathrm{5,250}=\frac{3}{5}\times \mathrm{5,250}=\mathrm{3,150}$

5. Organisation E:
Percentage of employees = 14%
Total employees in E:
$14\%\text{of}\mathrm{35,000}=\frac{14}{100}\times \mathrm{35,000}=\mathrm{4,900}$
The ratio of male to female employees is 1:3.
Number of female employees in E:
$\frac{3}{1+3}\times \mathrm{4,900}=\frac{3}{4}\times \mathrm{4,900}=\mathrm{3,675}$

Total Female Employees:
Adding the number of females in all the five organisations together:
$\text{Total Females}=\mathrm{4,410}+\mathrm{3,465}+\mathrm{4,340}+\mathrm{3,150}+\mathrm{3,675}=\mathrm{19,040}$