Question: Utilizing DeMorgan's law from Boolean Algebra, what statement is equivalent to not(a and b)? A. (not a) and b B. (not a) and (not b)
Utilizing DeMorgan's law from Boolean Algebra, what statement is equivalent to not(a and b)?
| A. | (not a) and b | |
| B. | (not a) and (not b) | |
| C. | a and (not b) | |
| D. | (not a) or (not b) |
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