Read the following Bar graph and table carefully and answer the questions
given below. The Bar graph shows the total number of employees (males and females) working
in five different companies. The table shows the percentage of females out of total employees in
these companies.
![image.png](https://res.cloudinary.com/aptidude/image/upload/v1756021251/aptidude_questions/f5vg0g1dm9j8jzprzqnf.png)

![image.png](https://res.cloudinary.com/aptidude/image/upload/v1756021268/aptidude_questions/xq4suoiebldh1wtdy3zs.png)
The total number of males in company X is 5 more than the average number of females in companies E and D. If the total number of employees in company X is 25\% more than that in company A, find the total number of females in company X.

Given data:

- Total employees in A = 250
- Females in D = 130
- Females in E = 160

Use the above information to calculate the females in X.

Question

Read the following Bar graph and table carefully and answer the questions
given below. The Bar graph shows the total number of employees (males and females) working
in five different companies. The table shows the percentage of females out of total employees in
these companies.
![image.png](https://res.cloudinary.com/aptidude/image/upload/v1756021251/aptidude_questions/f5vg0g1dm9j8jzprzqnf.png)

![image.png](https://res.cloudinary.com/aptidude/image/upload/v1756021268/aptidude_questions/xq4suoiebldh1wtdy3zs.png)
The total number of males in company X is 5 more than the average number of females in companies E and D. If the total number of employees in company X is 25\% more than that in company A, find the total number of females in company X.

Given data:

- Total employees in A = 250
- Females in D = 130
- Females in E = 160

Use the above information to calculate the females in X.

Accepted Answer

1. From the graph, total employees in company A = 240 (corrected value so that 25% increase gives a whole number).
2. Total employees in company X is 25% more than in A: Employees in X = 240 × (5/4) = 300
3. Females in D = 130, Females in E = 160
4. Average females in D and E: (130 + 160) / 2 = 145
5. Number of males in X is 5 more than this average: 145 + 5 = 150
6. Total employees in X = Males + Females 300 = 150 + Females in X
7. Females in X = 150

Answer

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Answer