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Table 2.1 Postulates and Theorems of Boolean Algebra

Table 2.1 Postulates and Theorems of Boolean Algebra. Table 2.2 Truth Tables for F 1 and F 2. FIGURE 2.1 Gate implementation of F 1 = x + y’z. FIGURE 2.2 Implementation of Boolean function F 2 with gates. Table 2.3 Minterms and Maxterms for Three Binary Variables.

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Table 2.1 Postulates and Theorems of Boolean Algebra

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  1. Table 2.1 Postulates and Theorems of Boolean Algebra

  2. Table 2.2 Truth Tables for F1 and F2

  3. FIGURE 2.1 Gate implementation of F1 = x + y’z

  4. FIGURE 2.2 Implementation of Boolean function F2 with gates

  5. Table 2.3 Minterms and Maxterms for Three Binary Variables

  6. Table 2.4 Functions of Three Variables

  7. Table 2.5 Truth Table for F = A + B’C

  8. Table 2.6 Truth Table for F = xy + x’z

  9. FIGURE 2.3 Two‐level implementation

  10. FIGURE 2.4 Three‐ and two‐level implementation

  11. Table 2.7 Truth Tables for the 16 Functions of Two Binary Variables

  12. Table 2.8 Boolean Expressions for the 16 Functions of Two Variables

  13. FIGURE 2.5 Digital logic gates

  14. FIGURE 2.6 Demonstrating the nonassociativity of the NOR operator:

  15. FIGURE 2.7 Multiple‐input and cascaded NOR and NAND gates

  16. FIGURE 2.8 Three‐input exclusive‐OR gate

  17. FIGURE 2.9 Signal assignment and logic polarity

  18. FIGURE 2.10 Demonstration of positive and negative logic

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