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3 cards from this section. Quick, good the night before a test.
What does it mean for a set of logical operators to be functionally complete?
Think about what it means to represent all expressions.
Can you list the three main logical operators discussed in this section?
Consider the basic building blocks of logical expressions.
Which of the following sets of operators is functionally complete?
Think about the definitions you've learned.
True or False: You can represent every logical proposition using only disjunction and negation.
Recall the completeness established in your studies.
Show that the set {Negation, AND} is functionally complete by deriving an expression for 'p or q'.
Use De Morgan's laws to guide your rewriting.
If only NAND operators are available, can you represent the operation 'p and q'? Show your steps.
Think about how NAND relates to other operations.
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