If 'A' is to 'Z', 'B' is to 'Y', and 'C' is to 'X', what is 'X' to?

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Question: If \'A\' is to \'Z\', \'B\' is to \'Y\', and \'C\' is to \'X\', what is \'X\' to?

Options:

Correct Answer: A

Solution:

The pattern is reversing the alphabet. \'X\' corresponds to \'C\'.

If 'A' is to 'Z', 'B' is to 'Y', and 'C' is to 'X', what is 'X' to?

If 'A' is to 'Z', 'B' is to 'Y', and 'C' is to 'X', what is 'X' to?

Step 1: Identify the pairs given in the question: 'A' is to 'Z', 'B' is to 'Y', and 'C' is to 'X'.
Step 2: Notice that each letter from the start of the alphabet is paired with a letter from the end of the alphabet.
Step 3: Understand the pattern: 'A' (1st letter) pairs with 'Z' (26th letter), 'B' (2nd letter) pairs with 'Y' (25th letter), and 'C' (3rd letter) pairs with 'X' (24th letter).
Step 4: Continue the pattern: The 4th letter 'D' would pair with the 23rd letter 'W', and so on.
Step 5: To find what 'X' corresponds to, note that 'X' is the 24th letter of the alphabet.
Step 6: Since 'X' is the 24th letter, it corresponds to the 3rd letter of the alphabet, which is 'C'.

Alphabet Reversal – The question tests the understanding of reversing the order of the alphabet, where each letter corresponds to its opposite in the alphabet.