De Morgan's Law demonstrates how the following circuit (magical creature) is equivalent to standard sum-of-products form. A В Out C D Which of the following most easily/directly demonstrates this equivalence? O A.or. B = ~(~A.and. ~B) O -(A.or. B) = ~A .and. ~B O (A .and. B) = ~(~A .or. ~B) O -(A .and. B) = ~A .or. ~B

Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
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De Morgan's Law demonstrates how the following circuit (magical creature) is equivalent to standard sum-of-products form.
A
В
Out
D
Which of the following most easily/directly demonstrates this equivalence?
O A.or. B = -(~A.and. ~B)
O ~(A.or. B) = ~A.and. ~B
O (A .and. B) = ~(~A .or. ~B)
O -(A .and. B) = ~A.or. ~B
Transcribed Image Text:De Morgan's Law demonstrates how the following circuit (magical creature) is equivalent to standard sum-of-products form. A В Out D Which of the following most easily/directly demonstrates this equivalence? O A.or. B = -(~A.and. ~B) O ~(A.or. B) = ~A.and. ~B O (A .and. B) = ~(~A .or. ~B) O -(A .and. B) = ~A.or. ~B
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