Question:
6FJ : 16PT :: 8HL : ?
6FJ : 16PT :: 8HL : ?
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Always treat alphanumeric analogies as separate parts (Number/Part1/Part2) and find the common operation for each.
Updated On: Jun 15, 2026
- 18 QU
- 18 RV
- 18 SW
- 18 TX
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The Correct Option is B
Solution and Explanation
Concept:
This analogy consists of a number combined with two letters. We need to apply the same transformation to the number and both letters.
Step 1: Analyze the 6FJ to 16PT transformation Number: 6 + 10 = 16. Letter 1: F (6) + 10 = 16 (P). Letter 2: J (10) + 10 = 20 (T).
Step 2: Apply to 8HL Number: 8 + 10 = 18. Letter 1: H (8) + 10 = 18 (R). Letter 2: L (12) + 10 = 22 (V). Result: 18 RV. {18 RV}
Step 1: Analyze the 6FJ to 16PT transformation Number: 6 + 10 = 16. Letter 1: F (6) + 10 = 16 (P). Letter 2: J (10) + 10 = 20 (T).
Step 2: Apply to 8HL Number: 8 + 10 = 18. Letter 1: H (8) + 10 = 18 (R). Letter 2: L (12) + 10 = 22 (V). Result: 18 RV. {18 RV}
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