Question: Problem 4 ( 4 points ) Suppose there exists a polynomial - time algorithm that solves the satisfiability problem ( SAT ) . Which of

Problem 4(4 points)
Suppose there exists a polynomial-time algorithm that solves the satisfiability problem (SAT). Which of the following statements do you agree with? Select all that apply.
A. Every problem in NP can be solved in polynomial time.
B. Every problem in EXP can be solved in polynomial time.
C. There exists a polynomial-time algorithm that finds a satisfying assignment for a given Boolean formula.
D. There exists a polynomial-time algorithm that finds a largest clique in a given graph.
Problem 4 ( 4 points ) Suppose there exists a

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