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Question :

Directions : Study the following information carefully and answer the related questions.

There are total 2400 students in three schools A, B and C together. Total number of students in school C and B are in the ratio 6: 7 respectively. 40% of students in school A are girls and remaining 426 are boys. Number of girls in school A are 20% less than the number of girls in school C. The average of number of boys in school B and C together is 488.

What is the respective ratio of average of number of boys in school B and C together to the number of girls in school A?

1. 124: 73

2. 108: 49

3. 122: 71

4. 110: 53

5. None of these

Correct Answer : 3
Solution :

40% of students in school A are girls and remaining 426 are boys. Then,

Total students in school A = 426 * 100/(100 - 40) = 710

Number of girls in school A = 710 - 426 = 284

There are total 2400 students in three schools A, B and C together. Total number of students in school C and B are in the ratio 6: 7 respectively. Then,

Total students in school C = (2400 - 710) * 6/13 = 780

Total students in school B = 780 * 7/6 = 910

Number of girls in school A are 20% less than the number of girls in school C. Then,

Number of girls in school C = 284 * 100/80 = 355

And, number of boys in school C = 780 - 355 = 425

The average of number of boys in school B and C together is 488. Then,

Number of boys in school B = 2 * 488 - 425 = 551

Number of girls in school B = 910 - 551 = 359

In tabular form:

SchoolTotal studentsBoysGirls
A710426284
B910551359
C780425355

Here, the average of number of boys in school B and C together = (551 + 425)/2 = 488

And, number of girls in school A = 284

Therefore, ratio = 488: 284 = 122: 71

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