DeMorgan’s Law
DeMorgan’s Laws for boolean expressions state that
!(a && b) is equivalent to !a || ! b, and
!(a || b) is equivalent !a && ! b
Use DeMorgan’s Laws to simplify the following boolean expressions:
a. !(a || !b)
b. !(!a && !b)
c. !(!a || !b)
d. ! ((a &&b) || (!a && !b))
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