Observe the alphabet and answer the question:
A B C D E F G H I J K L M N O P Q R S T U V W X Y Z
In this set of alphabets, if the positions of all the vowels are exactly reversed, what will be the 12th alphabet from the alphabet 'Z' end and the 9th alphabet from the alphabet 'A' end?

Answer: B. E & I

To find the answer, follow these steps:
Reverse the vowels (A, E, I, O, U) so their new order is U, O, I, E, A, while keeping consonants in place.
The 9th letter from the start (A-end) is the 3rd vowel position, which remains I.
The 12th letter from the end (Z-end) is the 15th letter from the start, which was originally 'O'.
Since 'O' and 'E' swapped positions in the reversal, the 15th letter is now E.
Combining these, the final answer is E & I

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