The relationship is reverse alphabetical order. D (4th) corresponds to W (23rd).
If 'A' is to 'Z', then 'D' is to?
Practice Questions
Q1
If 'A' is to 'Z', then 'D' is to?
W
X
Y
V
Questions & Step-by-Step Solutions
If 'A' is to 'Z', then 'D' is to?
Step 1: Identify the position of 'A' in the alphabet. 'A' is the 1st letter.
Step 2: Identify the position of 'Z' in the alphabet. 'Z' is the 26th letter.
Step 3: Notice that 'A' and 'Z' are at opposite ends of the alphabet.
Step 4: Determine the reverse relationship: if 'A' is 1st, then 'Z' is 26th.
Step 5: Now, find the position of 'D' in the alphabet. 'D' is the 4th letter.
Step 6: To find the corresponding letter in reverse order, subtract the position of 'D' from 27 (since there are 26 letters).
Step 7: Calculate 27 - 4 = 23.
Step 8: Identify the 23rd letter in the alphabet, which is 'W'.
Step 9: Therefore, if 'A' is to 'Z', then 'D' is to 'W'.
Reverse Alphabetical Order – The relationship between letters is based on their positions in the alphabet, where 'A' (1st) corresponds to 'Z' (26th), and similarly, 'D' (4th) corresponds to 'W' (23rd).
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