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(a) Create the corresponding truth value tables for ternary logic NAND, meaning the negation of AND, symbolized by ↑ and for ternary logic NOR, meaning the negation of NOR, symbolized by Į Use these to calculate the truth table for (A Į B) ↑ (A Į B). Show your work. (b) How many possible truth tables are there for two variable expressions in this logical system? (There are 16 = 24 in ordinary Boolean or binary logic.)

(a) Create the corresponding truth value tables for ternary logic NAND, meaning the negation of AND, symbolized by ↑ and for ternary logic NOR, meaning the negation of NOR, symbolized by Į Use these to calculate the truth table for (A Į B) ↑ (A Į B). Show your work. (b) How many possible truth tables are there for two variable expressions in this logical system? (There are 16 = 24 in ordinary Boolean or binary logic.)

Computer Networking: A Top-Down Approach (7th Edition)
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
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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10. Three valued logic e, or ternary logic, has three possible truth values: True, False, and Unknown. It was actually used in Russia more than 50 years ago in an efforts to build non-binary based computers. e Here are the ternary truth tables for negation, and, and or: AND(A, B) OR(A, B) NOT(A) В В Ал В A v B F A ¬A F UT U T F F F U T U U A U FUUAU U F F U T T (a) Create the corresponding truth value tables for ternary logic NAND, meaning the negation of AND, symbolized by ↑ and for ternary logic NOR, meaning the negation of NOR, symbolized by I . Use these to calculate the truth table for (A Į B) ↑ (A Į B). Show your work. (b) How many possible truth tables are there for two variable expressions in this logical system? (There are 16 = 24 in ordinary Boolean or binary logic.)
Transcribed Image Text:10. Three valued logic e, or ternary logic, has three possible truth values: True, False, and Unknown. It was actually used in Russia more than 50 years ago in an efforts to build non-binary based computers. e Here are the ternary truth tables for negation, and, and or: AND(A, B) OR(A, B) NOT(A) В В Ал В A v B F A ¬A F UT U T F F F U T U U A U FUUAU U F F U T T (a) Create the corresponding truth value tables for ternary logic NAND, meaning the negation of AND, symbolized by ↑ and for ternary logic NOR, meaning the negation of NOR, symbolized by I . Use these to calculate the truth table for (A Į B) ↑ (A Į B). Show your work. (b) How many possible truth tables are there for two variable expressions in this logical system? (There are 16 = 24 in ordinary Boolean or binary logic.)
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