Question: DOUBLE - SAT = { > | has at least two satisfying assignments } . Show that DOUBLE _ SAT is NP - complete. Remember

DOUBLE-SAT ={>| has at least two satisfying assignments}. Show that DOUBLE_SAT is NP-complete. Remember that to be in NP, it should be accepted by a non-deterministic Turing machine and that it should be verifiable in polynomial time. It should also map to a known NP problem.
DOUBLE - SAT = { < > | has at least two

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