Question: Suppose A can be solved in polynomial time and B is known to be NP and we have a polynomial time reduction from B to

Suppose A can be solved in polynomial time and B is known to be NP and we have a polynomial time reduction from B to A. What can we conclude from these facts? Select one: a. B is NP complete b. P is different from NP c. B cannot be solved in polynomial time. d. B can be solved in polynomial time. e. P = NP f. A is NP Complete

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