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4 cards from this section. Quick, good the night before a test.
What is the first De Morgan's theorem?
Think about how ANDs transform when negated.
Write the second De Morgan's theorem in symbols.
Focus on the relationship between ORs and negation.
What does the first De Morgan's Theorem state?
Remember the transformations between AND and OR.
True or False: The second De Morgan's Theorem can be written as (A + B)' = A ∙ B.
Focus on how negation affects the operators.
Using only NAND gates, design a circuit for the expression (A + B + C)' and show the truth table.
Break the expression down stepwise, applying De Morgan's transformations.
Prove the equivalence of the two forms, A + 0 and A, using the second De Morgan's Theorem.
Examine negated outcomes to affirm their relationships.
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