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Question

A series is given with one term missing. Select the correct alternative from the given ones that will complete the series.

A7F, E15J, I23N, ?

This question was previously asked in
SSC Stenographer 2017 Previous Year Paper (14-Sep-2017) (Shift 1)
The correct answer is

M31R

Analyzing the Alphabet and Number Series Pattern

This question asks us to find the missing term in the given series: A7F, E15J, I23N, ?

To solve this, we need to identify the pattern for each component of the terms: the first letter, the number, and the second letter.

Step-by-Step Series Analysis

First Letter Analysis

Let's look at the sequence of the first letters:

  • A (1st letter)
  • E (5th letter)
  • I (9th letter)
  • ?

We can find the difference in position between consecutive letters:

  • E is 4 positions after A ($5 - 1 = 4$)
  • I is 4 positions after E ($9 - 5 = 4$)

The pattern for the first letter is adding 4 to the alphabetical position. So, the next letter should be 4 positions after I.

I is the 9th letter. The next letter's position will be $9 + 4 = 13$. The 13th letter of the alphabet is M.

So, the missing term starts with M.

Number Analysis

Now let's examine the sequence of numbers:

  • 7
  • 15
  • 23
  • ?

Let's find the difference between consecutive numbers:

  • $15 - 7 = 8$
  • $23 - 15 = 8$

The pattern for the number is adding 8 to the previous number. So, the next number should be 8 more than 23.

The next number will be $23 + 8 = 31$.

So, the missing term has 31 in the middle.

Second Letter Analysis

Finally, let's analyze the sequence of the second letters:

  • F (6th letter)
  • J (10th letter)
  • N (14th letter)
  • ?

We find the difference in position between consecutive letters:

  • J is 4 positions after F ($10 - 6 = 4$)
  • N is 4 positions after J ($14 - 10 = 4$)

The pattern for the second letter is also adding 4 to the alphabetical position. So, the next letter should be 4 positions after N.

N is the 14th letter. The next letter's position will be $14 + 4 = 18$. The 18th letter of the alphabet is R.

So, the missing term ends with R.

Combining the Components

Putting the components together:

  • First letter: M
  • Number: 31
  • Second letter: R

The missing term in the series is M31R.

Series Pattern Summary
Term First Letter Number Second Letter
A7F A (1) 7 F (6)
E15J E (5) [+4] 15 [+8] J (10) [+4]
I23N I (9) [+4] 23 [+8] N (14) [+4]
? M (13) [+4] 31 [+8] R (18) [+4]

Conclusion

Based on the analysis of the patterns in the first letter, the number, and the second letter, the next term in the series A7F, E15J, I23N, ? is M31R.

Revision Table: Series Pattern

Understanding the individual patterns is key to solving such series questions.

  • First Letter Pattern: Position increases by 4 each time (A+4=E, E+4=I, I+4=M).
  • Number Pattern: Value increases by 8 each time (7+8=15, 15+8=23, 23+8=31).
  • Second Letter Pattern: Position increases by 4 each time (F+4=J, J+4=N, N+4=R).

Additional Information: Solving Letter and Number Series

Series completion questions often involve patterns in alphabetical positions, numerical sequences, or a combination of both. Here are some tips for solving them:

  • Break down each term into its components (letters, numbers, symbols).
  • Analyze the pattern for each component separately.
  • For letters, consider their position in the alphabet (A=1, B=2, ... Z=26). Look for patterns in the difference of positions.
  • For numbers, look for arithmetic progressions (adding/subtracting a constant), geometric progressions (multiplying/dividing by a constant), squares, cubes, prime numbers, or alternating patterns.
  • Combine the individual patterns to predict the next term.
  • Always check your predicted term against the identified patterns for all components.

Practice with different types of series helps in quickly recognizing common patterns.

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