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Satisfiability

In mathematics, a formula of propositional logic is said to be satisfiable if truth-values can be assigned to its free variables in a way that makes the formula true. The class of satisfiable formulas of propositional logic is NP-complete, as is that of its variant 3-satisfiability[?].

(There is also such a thing as satisfiability of formulas of first-order and second-order logic.)

Compare with: decision problem

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Quadratic formula

... with a being non-zero. These solutions are also called the roots of the equation. The formula reads <math> x=\frac{-b \pm \sqr ...

 
 
 
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