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    Question

    Direction: A company organizes an annual evaluation of employees across its five departments: Research, Development, Finance, Marketing, and Operations. Each department has employees distributed among three experience levels: Junior, Mid-Level, and Senior. The total number of employees across all departments is 600. The following information is known about the distribution and experience levels of the employees in each department: The Research department comprises 18% of the total employees, and within this department, the ratio of Junior to Mid-Level to Senior employees is 3:4:2. The Development department has 22% of the company's total employees, with Junior employees making up 40%, Mid-Level employees 35%, and the rest Senior employees. In the Finance department, which has 16% of the total employees, the Junior, Mid-Level, and Senior employees are in the ratio 2:3:1, respectively. The Marketing department has 26% of the company's total employees, with Junior, Mid-Level, and Senior employees distributed in the ratio 5:4:3. The Operations department includes the remaining employees, with 20% in the Junior level, 60% in the Mid-Level, and the remaining employees in the Senior level. Answer the following questions based on the above data.

    In the Operations department, calculate the total

    number of Mid-Level employees, and if each of these Mid-Level employees attends 5 workshops per month, what is the total number of workshops attended by all Mid-Level employees in the Operations department in a year?
    A 2160 Correct Answer Incorrect Answer
    B 2800 Correct Answer Incorrect Answer
    C 3440 Correct Answer Incorrect Answer
    D 3888 Correct Answer Incorrect Answer
    E None of these Correct Answer Incorrect Answer

    Solution

    Operations department employees = 600 - (108 + 132 + 96 + 156) = 108 Mid-Level employees in Operations = 60% of 108 = 64.8 Total workshops in a year = 64.8 * 5 * 12 = 3888

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