Analyze the data presented in the table below to answer the query that follows.
The table below provides details regarding the total workforce across four different corporate divisions, the count of employees who did not enroll in any development programs, and the percentage of enrolled employees who chose the Project Management course.
| Divisions | Total employees | Employees who did not enroll in any program | % of enrolled employees who chose Project Management |
|---|---|---|---|
| Division A | 180 | 60 | 60 |
| Division B | 150 | 50 | 45 |
| Division C | 200 | 55 | 80 |
| Division D | 250 | 130 | 70 |
Note: Enrolled employees chose either the Project Management course or the Cyber Security course.
What is the average number of employees who chose Project Management from Division A, Division B, and Division D?
Correct Answer :
67
Solution :
The correct answer is 67.
To find the average number of employees who chose the Project Management course from Division A, Division B, and Division D, we first calculate the total number of enrolled employees and then determine how many of them chose Project Management for each of these divisions.
The number of enrolled employees in any division is given by:
Step 1: Division A
Total employees = 180
Employees who did not enroll = 60
Enrolled employees = 180 - 60 = 120
Percentage who chose Project Management = 60%
Step 2: Division B
Total employees = 150
Employees who did not enroll = 50
Enrolled employees = 150 - 50 = 100
Percentage who chose Project Management = 45%
Step 3: Division D
Total employees = 250
Employees who did not enroll = 130
Enrolled employees = 250 - 130 = 120
Percentage who chose Project Management = 70%
Step 4: Calculate the Average
Sum of employees who chose Project Management from Division A, B, and D = 72 + 45 + 84 = 201
Total number of divisions considered = 3
Therefore, the average number of employees who chose Project Management from Division A, Division B, and Division D is 67.
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