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09 Jun 2026, 05:59
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Let me explain this:
Q says that in case one set is defined to be a rhyme scheme then it should start with A
Joe had 1,2 and 5th as same alphabet either A or B,
Then whether it is a rhyme scheme i.e., starts with A
option B makes the condition true
Q says that in case one set is defined to be a rhyme scheme then it should start with A
Joe had 1,2 and 5th as same alphabet either A or B,
Then whether it is a rhyme scheme i.e., starts with A
option B makes the condition true
dredwulf
11 Jun 2026, 02:22
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From the stem:
• Lines 1, 2, and 5 are one rhyme group.
• Lines 3 and 4 are another rhyme group.
Statement (1):
"The sequence includes two consecutive A's and two consecutive B's."
Possible sequences consistent with the stem:
• AABBA
• BBAAB
Both have:
• two consecutive A's
• two consecutive B's
Both match the rhyme-group structure:
• positions 1,2,5 are the same letter
• positions 3,4 are the same letter
The DS question is asking:
"Did Joe's poem have rhyme scheme ***** ?"
That means: can we determine the exact sequence?
Under Statement (1), we cannot tell whether the sequence was:
• AABBA
• BBAAB
Therefore Statement (1) is NOT sufficient.
The reason GMAT allows BBAAB here is that it is focusing on the unknown sequence ***** itself, not on reconstructing the rhyme scheme from scratch using naming conventions. The statement does not tell us which rhyme group was assigned the label A and which was assigned B.
Statement (2):
"Only the third and fourth letters are B."
This directly forces:
AABBA
Therefore Statement (2) is sufficient.
Conclusion:
Stem + (1) → AABBA or BBAAB → two possibilities → Not Sufficient
Stem + (2) → only AABBA → Sufficient
Answer: B
(Statement (2) alone is sufficient, but Statement (1) alone is not sufficient.)
uarmybakbak
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