![A collection of logical operators is called functionally complete if every compound proposition is logically equivalent to a compound proposition involving only these logical operators. (2 pt.) Explain why the logical negation (-), conjunction (A), and disjunction (V) operators form a functionally complete collection of logical operators [Hint: think about the fact that we can construct logical expressions from truth tables as described above]. 8.](https://media.cheggcdn.com/media%2F55e%2F55e20dab-8948-4aa1-8db5-ce22358729a2%2Fimage)
A collection of logical operators is called functionally complete if every compound proposition is logically equivalent to a compound proposition involving only these logical operators. Explain why the logical negation (), conjunction (Lambda), and disjunction () operators form a functionally complete collection of logical operators.
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