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Question

Select the combination of letters that when sequentially placed in the blanks of the given series will complete the series.

T _ D S _ R _ S T R D _ T _ D S _ R _ S

The correct answer is

R, T, D, S, R, T, D

Series Completion Logic

The question asks us to find the correct sequence of letters to fill in the blanks within a given letter series, making it a complete and logical pattern. The goal is to identify the repeating sequence that governs the series.

The series provided is:

T _ D S _ R _ S T R D _ T _ D S _ R _ S

Series Structure Analysis

We need to analyze the structure of the series to uncover the underlying pattern. Let's count the characters:

  • Total characters in the series: 20.
  • Number of visible letters: 13.
  • Number of blanks (_): 7.

The series structure looks like this, indicating the positions of the fixed letters and the blanks:

T [blank1] D S [blank2] R [blank3] S T R D [blank4] T [blank5] D S [blank6] R [blank7] S

By observing the arrangement of the letters, particularly sequences like S T R D and the initial T, we can hypothesize a repeating pattern. Let's test the pattern TRDS, as it seems plausible given the letters present.

If the pattern is TRDS, and the total series length is 20, the pattern would repeat 5 times (since 20 / 4 = 5). The expected sequence is:

T R D S T R D S T R D S T R D S T R D S

Now, let's verify this hypothesis by comparing the pattern with the fixed letters provided in the original series.

Position Original Series Hypothesized Pattern (TRDS x 5) Verification
1 T T Match
2 _ R Blank to be filled
3 D D Match
4 S S Match
5 _ T Blank to be filled
6 R R Match
7 _ D Blank to be filled
8 S S Match
9 T T Match
10 R R Match
11 D D Match
12 _ S Blank to be filled
13 T T Match
14 _ R Blank to be filled
15 D D Match
16 S S Match
17 _ T Blank to be filled
18 R R Match
19 _ D Blank to be filled
20 S S Match

The table confirms that the hypothesized TRDS pattern aligns perfectly with all the fixed letters given in the original series. This confirms the pattern is correct.

Pattern Application Steps

With the repeating pattern TRDS confirmed, we can now determine the specific letters needed to fill each of the 7 blanks. The pattern sequence is:

T1 R2 D3 S4 T5 R6 D7 S8 T9 R10 D11 S12 T13 R14 D15 S16 T17 R18 D19 S20

We identify the letters corresponding to the blank positions (2, 5, 7, 12, 14, 17, 19):

  • Blank at Position 2: The 2nd letter in the TRDS pattern is R.
  • Blank at Position 5: The 5th letter (1st of the second repetition) is T.
  • Blank at Position 7: The 7th letter (3rd of the second repetition) is D.
  • Blank at Position 12: The 12th letter (4th of the third repetition) is S.
  • Blank at Position 14: The 14th letter (2nd of the fourth repetition) is R.
  • Blank at Position 17: The 17th letter (1st of the fifth repetition) is T.
  • Blank at Position 19: The 19th letter (3rd of the fifth repetition) is D.

Blank Filling Sequence

Collecting the letters found for each blank in order, we get the sequence required to complete the series.

The combination of letters is: R, T, D, S, R, T, D.

This sequence correctly fills the blanks in the original series to form the repeating pattern TRDS.

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Important Questions from Alphabet Series

  1. Select the letter-cluster from among the given options that can replace the question mark (?) in the following series.

    KMTC, EVOM, OQXG, IZSQ, ?

  2. Select the set of letters that when sequentially placed in the blanks of the given letter series will complete the series.

    k_lmml_mk_mmk_lkkl_m
  3. Select the letter will replace the question mark (?) in the following series.

    C, B, B, C, Z, E, W, H, S, ?, N
  4. Which letter will replace the question mark (?) in the following letter series?

    E, J, N, Q, S, ?

  5. Select the combination of letters that when sequentially placed in the blanks of the given series will complete the series.
    C _ B N _ _ V_ _ H C _ B _ H

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