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(1) A = B --> 2B + 2B + 18 = 0 --> B = -9/2. Sufficient. (2) A = 3 --> 6 + 2B + 18 = 0 --> B = -12. Sufficient.
Technically answer should be D, as EACH statement ALONE is sufficient to answer the question.
But even though formal answer to the question is D (EACH statement ALONE is sufficient), this is not a realistic GMAT question, as: on the GMAT, two data sufficiency statements always provide TRUE information and these statements never contradict each other. But the statements above contradict each other: From (1) we have that B = -9/2 and from (2) we have that B = -12. The statements clearly contradict each other.
So, the question is flawed. You won't see such a question on the test.
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