Question: Chapter 3, Boolean Algebra Normal Forms For normal forms, this means that the equation is a sum of products. Or in simpler terms, each row

Chapter 3, Boolean Algebra

Normal Forms

For normal forms, this means that the equation is a sum of products. Or in simpler terms, each row of the truth table is a tuple of AND operations and complements. Then each tuple is connected by the appropriate OR symbol. See section 3.4.

Page 53, Exercise 3.16 (10 marks)

Exercise 3.16 Normal Form I. Rewrite the following Boolean expression in normal form:

Chapter 3, Boolean Algebra Normal Forms For normal forms, this means that

the equation is a sum of products. Or in simpler terms, each

Both of the next exercise sections include particular gate symbols. For a refresher: AND DIR NAND NOR NOT O- Complement (Negation) Instead of a full NOT symbol, just a circle on

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