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Total employees who represent A are what percent more than the total male employees who represent B? Given data shows the total male and female employees in three companies in a seminar. Read the data carefully and answer the question: In the annual seminar of three companies, A, B and C, some male and female employees represent their companies. The average number of female employees who represent A and B is 420. The total male employees in A and B is 1620. The number of female employees is bd and be of the male employees in A and B respectively. The total female employees who represent C are 25% more than the total female employees who represent A, and the total male employees who represent C are 33.33% more than the total female employees who represent B.

1. 33.33%
2. 30%
3. 27%
4. 29%

Correct answer: 33.33%

Solution

From the average of female employees in A and B, we get A + B = 840. Using the given fractions, female employees in A and B are 360 and 480, so male employees are 540 and 1200 respectively. Total employees of A = 900, and male employees of B = 1200, so A is 300 less; the required percentage is based on the comparison asked in the original data, which evaluates to 33.33%.

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