Question: If \'A\' is to \'Z\', \'B\' is to \'Y\', what is \'X\' to?
Options:
C
D
E
F
Correct Answer: C
Solution:
The pattern is reverse alphabet: X corresponds to C.
If 'A' is to 'Z', 'B' is to 'Y', what is 'X' to?
Practice Questions
Q1
If 'A' is to 'Z', 'B' is to 'Y', what is 'X' to?
C
D
E
F
Questions & Step-by-Step Solutions
If 'A' is to 'Z', 'B' is to 'Y', what is 'X' to?
Step 1: Identify the pattern in the given pairs: 'A' is to 'Z' and 'B' is to 'Y'.
Step 2: Notice that 'A' is the 1st letter of the alphabet and 'Z' is the 26th letter, which means they are opposite ends.
Step 3: Similarly, 'B' is the 2nd letter and 'Y' is the 25th letter, also opposite ends.
Step 4: Continue this pattern to find what 'X' corresponds to. 'X' is the 24th letter of the alphabet.
Step 5: Find the letter that is opposite to 'X' in the alphabet. The opposite of 24 is 3, which corresponds to 'C'.
Step 6: Therefore, 'X' corresponds to 'C'.
Reverse Alphabet Pattern – The question tests the ability to recognize a pattern where letters are paired with their counterparts in reverse order of the alphabet.
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