Question 71

The given pie chart shows the breakup of total number of the employees of a company working in different offices
(A, B, C, D and E).
Total No. of employees = 2400

If the percentage of male employees in office C is 20% and that of female employees in E is 40%, then what is the ratio of the number of female employees in C to that of female employees in E?

Solution

Employees in office C = 2400$$ \times \frac{54}{360}$$ = 360
Female employees in office C = 100- 20 = 80%
= 360 $$\times \frac{80}{100} = 288$$
Employees in office E = 2400$$ \times \frac{72}{360}$$ = 480
Female employees in office E = 480 $$\times \frac{40}{100} = 192$$
Ratio of the number of female employees in C to that of female employees in E = 288 : 192= 3 : 2


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