Question:

Which letter is midway between the 13th letter from the left and the 4th letter from the right in the sequence given below?
USBEYFHKOPRAWCGJMQDIVLNTXZ

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Convert relative positions into absolute indexes and average them to find the midpoint efficiently.
  • O
  • Q
  • M
  • P
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The Correct Option is B

Solution and Explanation

Length of the sequence = 26 letters.
13\textsuperscript{th} letter from left = position 13 = 'W'
4\textsuperscript{th} letter from right = position \( 26 - 4 + 1 = 23 \) = 'T'
Mid-position = \( \frac{13 + 23}{2} = 18 \)
18\textsuperscript{th} letter in the sequence = 'Q'
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