Question:

Refer to the sequence of letters given below and answer the questions that follow. \[ \text{N F C I O R O O I U M N T S M C T U A A N R T I E I C T O A N N T I} \] If all the vowels from the given sequence are removed, then which letter will be the 8th letter to the right of the 5th letter to the left of the 10th letter from the right?

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When dealing with letter sequences, remember to first remove the vowels and then carefully count positions as instructed in the question.
Updated On: Aug 22, 2025
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The Correct Option is A

Solution and Explanation

1. First, let’s remove the vowels (A, E, I, O, U) from the given sequence: \[ \text{N F C R R M N T S M C T N R T C T N T} \] 2. Now, the modified sequence without vowels is: \[ \text{N F C R R M N T S M C T N R T C T N T} \] 3. Next, we need to determine the 8th letter to the right of the 5th letter to the left of the 10th letter from the right. Let’s break it down:
- The 10th letter from the right is "C" (counting from the right).
- The 5th letter to the left of "C" is "N" (counting 5 letters to the left of C: T, N, C, M, R).
- The 8th letter to the right of "N" is "R" (counting 8 letters to the right of N: T, N, C, M, R, T, C, R).
Thus, the 8th letter to the right of the 5th letter to the left of the 10th letter from the right is \(\boxed{R}\).
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