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In each of the following questions, an alphabet series is given with one missing term. Choose correct alternative that will continue the same pattern and fill in the blank spaces.
Q. A, B, N, C, D, O, E, F, P, ?, ?, ?
Q. A, B, N, C, D, O, E, F, P, ?, ?, ?
- a)G, H, I
- b)G, H, J
- c)G, H, Q
- d)J, K, L
Correct answer is option 'C'. Can you explain this answer?
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Verified Answer
In each of the following questions, an alphabet series is given with o...
The given series may be divided into 2 groups :
I. A, B, C, D, E, F, ?, ? and II. N, O, P, ?
Clearly, the given series consists of two terms of I followed by one term of II.
The missing terms in I are G and H while the missing term in II is Q.
Most Upvoted Answer
In each of the following questions, an alphabet series is given with o...
Pattern:
To solve this question, we need to observe the given alphabet series and identify the pattern followed. Let's analyze the series step by step:
1. A, B, N: The series starts with A and B, which are consecutive letters. Then, it jumps to N, which is the 14th letter of the alphabet. So, there is a jump of 12 letters between B and N.
2. C, D, O: The series continues with C and D, which are consecutive letters. Then, it jumps to O, which is the 15th letter of the alphabet. So, there is a jump of 12 letters between D and O.
3. E, F, P: Again, the series starts with E and F, which are consecutive letters. Then, it jumps to P, which is the 16th letter of the alphabet. So, there is a jump of 12 letters between F and P.
Continuation:
Based on the observed pattern, we can conclude that the series follows two patterns simultaneously:
1. Consecutive letters: The series starts with two consecutive letters (A, B), then two more consecutive letters (C, D), and so on.
2. Jump of 12 letters: After the consecutive letters, there is a jump of 12 letters to the next term in the series.
Missing Terms:
Now, let's find the missing terms in the series:
1. G: After F, the next consecutive letter is G.
2. H: After G, the next consecutive letter is H.
3. Q: After P, the next consecutive letter is Q.
Therefore, the missing terms in the series are G, H, Q.
Correct Answer:
Considering the identified pattern and the missing terms, the correct answer is option C) G, H, Q.
To solve this question, we need to observe the given alphabet series and identify the pattern followed. Let's analyze the series step by step:
1. A, B, N: The series starts with A and B, which are consecutive letters. Then, it jumps to N, which is the 14th letter of the alphabet. So, there is a jump of 12 letters between B and N.
2. C, D, O: The series continues with C and D, which are consecutive letters. Then, it jumps to O, which is the 15th letter of the alphabet. So, there is a jump of 12 letters between D and O.
3. E, F, P: Again, the series starts with E and F, which are consecutive letters. Then, it jumps to P, which is the 16th letter of the alphabet. So, there is a jump of 12 letters between F and P.
Continuation:
Based on the observed pattern, we can conclude that the series follows two patterns simultaneously:
1. Consecutive letters: The series starts with two consecutive letters (A, B), then two more consecutive letters (C, D), and so on.
2. Jump of 12 letters: After the consecutive letters, there is a jump of 12 letters to the next term in the series.
Missing Terms:
Now, let's find the missing terms in the series:
1. G: After F, the next consecutive letter is G.
2. H: After G, the next consecutive letter is H.
3. Q: After P, the next consecutive letter is Q.
Therefore, the missing terms in the series are G, H, Q.
Correct Answer:
Considering the identified pattern and the missing terms, the correct answer is option C) G, H, Q.
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Community Answer
In each of the following questions, an alphabet series is given with o...
Abc
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In each of the following questions, an alphabet series is given with one missing term. Choose correct alternative that will continue the same pattern and fill in the blank spaces.Q. A, B, N, C, D, O, E, F, P, ?, ?, ?a)G, H, Ib)G, H, Jc)G, H, Qd)J, K, LCorrect answer is option 'C'. Can you explain this answer?
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