A series is given with one term missing. Select the correct alternative from the given ones that will complete the series.
M31R
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.
Let's look at the sequence of the first letters:
We can find the difference in position between consecutive letters:
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.
Now let's examine the sequence of numbers:
Let's find the difference between consecutive numbers:
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.
Finally, let's analyze the sequence of the second letters:
We find the difference in position between consecutive letters:
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.
Putting the components together:
The missing term in the series is M31R.
| 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] |
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.
Understanding the individual patterns is key to solving such series questions.
Series completion questions often involve patterns in alphabetical positions, numerical sequences, or a combination of both. Here are some tips for solving them:
Practice with different types of series helps in quickly recognizing common patterns.
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