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Directions : The next three items are based on a survey on occurrence of vowels in a certain book irrespectiv e of whether they are in upper or lower case.
Vowel A E I O U Percentage 20 45 15 8 12
If "O" and "U", irrespective of upper or lower case, occur exactly 5040 times, then how many times does the letter "E" occur in the book in the upper or the lower case ?
11840
11600
11430
11340
- The survey provides percentages of vowels in a book: A (20%), E (45%), I (15%), O (8%), U (12%).
- The sum percentage for vowels "O" and "U" is 8% + 12% = 20%.
- Given that "O" and "U" appear 5040 times, that represents 20% of the total vowel count.
- To find the total number of vowels: $$(\text{Total O and U}) / (\text{Percentage of O and U}) = 5040 / 0.2 = 25200$$ vowels in total.
- To find the number of "E" occurrences: $$(\text{Percentage of E}) \times (\text{Total vowels}) = 0.45 \times 25200 = 11340.$$
- Therefore, the letter "E" occurs 11340 times.
The correct answer is option 4.
.
By: Parvesh Mehta ProfileResourcesReport error
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