A series is given with one term missing. Select the correct alternative from the given ones that will complete the series. NTR, TCE, ZLR, FUE, ?
This question asks us to find the missing term in a letter series by identifying the pattern between consecutive terms. The given series is:
NTR, TCE, ZLR, FUE, ?
Each term is a group of three letters. We need to analyze the pattern for each position (first, second, and third letter) separately.
Let's look at the alphabetical positions of these letters:
Now, let's find the difference in positions:
So, the first letter of the missing term is L.
Let's look at the alphabetical positions of these letters:
Now, let's find the difference in positions:
So, the second letter of the missing term is D.
This pattern is simpler. The third letter alternates between R and E. The sequence is R, E, R, E. The next letter in this sequence must be R.
So, the third letter of the missing term is R.
By combining the letters we found for each position, the missing term is LDR.
The completed series is NTR, TCE, ZLR, FUE, LDR.
| Term | 1st Letter | 2nd Letter | 3rd Letter |
|---|---|---|---|
| NTR | N (14) | T (20) | R (18) |
| TCE | T (20) | C (3) | E (5) |
| ZLR | Z (26) | L (12) | R (18) |
| FUE | F (6) | U (21) | E (5) |
| ? (LDR) | L (12) (+6) | D (4) (+9) | R (18) (Alternating) |
Based on our analysis, the correct alternative is LDR.
| Position | Sequence | Pattern | Next Letter Calculation | Next Letter |
|---|---|---|---|---|
| 1st Letter | N, T, Z, F | Add 6 (with wrap-around) | F (6) + 6 = 12 → L | L |
| 2nd Letter | T, C, L, U | Add 9 (with wrap-around) | U (21) + 9 = 30 → 30 - 26 = 4 → D | D |
| 3rd Letter | R, E, R, E | Alternating R and E | Next in sequence is R | R |
Solving letter series questions often involves understanding alphabetical order and positions. Here are some common patterns:
Always look at each letter position independently if the terms are groups of letters. Write down the alphabetical positions if needed to see the numerical pattern clearly. Remember to handle wrap-around from Z back to A correctly.
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