In ABC Company, 60 $%$ of the employees are men and 48 $%$ of the employees are engineers and 66.67 $%$ of these are men. What percentage of women are engineers?

33.33

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46.6

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Solution

The correct option is B
40

If the number of employees is 100, then men = 60, women = 40. Engineers = 48

Engineers who are men = $\frac{2}{3}$ $\times$ 48 = 32.

Hence women engineers = 48 – 32 = 16.

Hence net percentage of women who are engineers =

$\frac{16}{40}$ $\times$ 100 = 40 $%$

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In ABC Company, 60% of the employees are men and 48% of the employees are engineers and 66.67% of these are men. What percentage of women are engineers?

The correct option is B 40 If the number of employees is 100, then men = 60, women = 40. Engineers = 48 Engineers who are men = 23 × 48 = 32. Hence women engineers = 48 – 32 = 16. Hence net percentage of women who are engineers = 1640 × 100 = 40%

In ABC Company, 60 $%$ of the employees are men and 48 $%$ of the employees are engineers and 66.67 $%$ of these are men. What percentage of women are engineers?

The correct option is B
40

If the number of employees is 100, then men = 60, women = 40. Engineers = 48

Engineers who are men = $\frac{2}{3}$ $\times$ 48 = 32.

Hence women engineers = 48 – 32 = 16.

Hence net percentage of women who are engineers =

$\frac{16}{40}$ $\times$ 100 = 40 $%$