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Question

Consider the sequence AB_CC_A_BCCC_BBC_C that follows a certain pattern. Which one of the following completes the sequence?

The correct answer is

B, C, B, A, C

Analyzing the Sequence Pattern

The given sequence is AB_CC_A_BCCC_BBC_C. This is a letter series with missing characters, and we need to find the correct set of characters from the options to complete the sequence following a specific pattern.

The sequence has blanks at positions 3, 6, 8, 13, and 17:

A B   C C    A    B C C C    B B C    C

There are 5 blanks, and the options provide 5 letters to fill these blanks in order.

Testing the Options

Let's try filling the blanks with the letters from each option and look for a repeating pattern in the resulting sequence.

Testing Option 1: B, C, B, C, A

Filling the blanks:

A B B C C C A B B C C C C B B C A C

Resulting sequence: ABBCCCABBCCCCBBCAC

Let's look for repeating segments. This sequence doesn't immediately show a clear, consistent repeating block.

Testing Option 2: A, C, B, C, A

Filling the blanks:

A B A C C C A B B C C C C B B C A C

Resulting sequence: ABACCCABBCCCCBBCAC

This sequence also does not show a clear, consistent repeating block.

Testing Option 3: B, C, B, A, C

Filling the blanks:

A B B C C C A B B C C C A B B C C C

Resulting sequence: ABBCCCABBCCCABBCCC

Let's examine this sequence closely:

ABBCCC | ABBCCC | ABBCCC

This sequence is formed by repeating the block "ABBCCC" exactly three times.

Identifying the Pattern

The sequence formed by filling the blanks with B, C, B, A, C is ABBCCCABBCCCABBCCC. This sequence clearly follows a repeating pattern of the group of letters "ABBCCC".

Let's verify this against the original sequence structure:

Original: A B    C C    A    B C C C    B B C    C

Pattern:     A B  B  C C  C  A  B  B C C C  A  B B C  C  C

The letters from Option 3 (B, C, B, A, C) fit perfectly into the blank positions to complete the "ABBCCC" repeating pattern.

Blank 1 (Position 3) is filled by the 3rd letter of the pattern (B).

Blank 2 (Position 6) is filled by the 6th letter of the pattern (C).

Blank 3 (Position 8) is filled by the 2nd letter of the pattern's second repetition (B).

Blank 4 (Position 13) is filled by the 1st letter of the pattern's third repetition (A).

Blank 5 (Position 17) is filled by the 5th letter of the pattern's third repetition (C).

Therefore, the sequence B, C, B, A, C correctly completes the sequence.

Conclusion

By filling the blanks with the letters from Option 3 (B, C, B, A, C), the sequence becomes ABBCCCABBCCCABBCCC, which demonstrates a clear repeating pattern of "ABBCCC". This is the correct set of letters that completes the sequence.

Revision Table: Sequence Patterns

Concept Description Example
Repeating Pattern A sequence where a specific block of elements (letters, numbers, symbols) repeats one or more times. ABCABCABC (ABC repeats)
Alternating Pattern A sequence where elements alternate in a specific order. ABABAB (A and B alternate)
Increasing/Decreasing Pattern A sequence where the change between elements follows a rule (e.g., add 2 each time). More common in number series. A, C, E, G (Letters skip one)

Additional Information: Solving Letter Series Questions

Letter series questions often require identifying the rule or pattern that governs the sequence. Common patterns include:

  • Repeating blocks of letters.
  • Letters skipping a fixed number of letters in the alphabet (e.g., A, C, E, G skips one letter each time).
  • Letters moving forward or backward in the alphabet by a varying number.
  • Combinations of letters and numbers.
  • Patterns based on letter positions in the alphabet (A=1, B=2, etc.).

To solve these problems, it's helpful to:

  • Write down the sequence clearly, marking the blanks.
  • Look for repeating segments, especially if the sequence is long.
  • Consider the position of letters in the alphabet if repeating patterns aren't obvious.
  • Test the given options by filling the blanks and checking if a logical pattern emerges.
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