Suppose that someone gives you a polynomial-time algorithm to decide formula satisfiability. Describe how to use this algorithm to find satisfying assignments in polynomial time
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According to Euclid algorithm, every number can be expressed in the form of....
a=bq+r; a is a dividend, b is a divisor, q is a questiont and r is a remainder
a=bq+r; a is a dividend, b is a divisor, q is a questiont and r is a remainder
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