Study the given pie charts and answer the question that follows.
Number of employees Number of male employees
in office C = 288 in office E = 224
The pie charts show the distribution of total number of employees and the total number of male employees of a company working in its six offices A, B, C, D, E and F
If 25% of the male employees in offices A are transferred to office C and 35% of female
employees in D are transferred to office E, then the number of female employees in E
as a percentage of the number of male employees in C is approximately equal to:
Solution
If 25% of the male employees in offices A are transferred to office C, then the number of male employees in Office C are 128 + 25% of 384 = 224.
And, if 35% of female employees in D are transferred to office E, then the number of female employees in E are 16 + 35% of 240 = 100.
The required percentage = $$\frac{100}{224}\times\ 100\approx\ 44.6\%$$
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