Question : Directions: The following bar diagram shows the total number of males and females in five different organisations. Study it carefully to answer the question.
What is the ratio of the average number of females from organisations A, B, and C to the average number of males from organisations C, D, and E?
Option 1: 42 : 41
Option 2: 41 : 42
Option 3: 40 : 41
Option 4: 41 : 40
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Correct Answer: 42 : 41
Solution :
As per the given graph,
The total number of organisations = 3
The total number of females from organisations A, B, and C = 3000 + 3500 + 4000 = 10500
⇒ The average number of females from organisations A, B, and C = $\frac{10500}{3}$
The total number of males from the organisations C, D, and E = 4750 + 2250 + 3250 = 10250
⇒ The average number of males from the organisation C, D, and E = $\frac{10250}{3}$
The required ratio = (The average number of females from organisations A, B, and C): (The average number of males from organisations C, D, and E)
The required ratio = 10500 : 10250 = 42 : 41
Hence, the correct answer is 42 : 41.
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