The following table shows the number of employees of five companies A-E who prefer their own vehicle to…
Own vehicle users form 8, 5 and 14 per cent in A, B and D, so the totals are 2300, 1560 and 1300. \[\frac{2300+1560+1300}{3}=\frac{5160}{3}=1720\] So the average is 1720…
Choose your answer
The following table shows the number of employees of five companies A-E who prefer their own vehicle to reach office and percentage (%) of employees who prefer Metro and Bus to reach office. There are only three modes of transport as mentioned. Based on the data in the table, answer the question.
| Company | Number of Employees who prefer their own Vehicles | Number of Employees who prefer Metro | Number of Employees who prefer Bus |
|---|---|---|---|
| A | 184 | 68% | 24% |
| B | 78 | 60% | 35% |
| C | 384 | 55% | 30% |
| D | 182 | 70% | 16% |
| E | 220 | 72.5% | 15% |
Question: What is the average number of employees in A, B and D?
Answer and explanation
Correct answer D
Own vehicle users form 8, 5 and 14 per cent in A, B and D, so the totals are 2300, 1560 and 1300. So the average is 1720 employees.
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