. 6. Find the dual of the Boolean expressions. (swap + with and O with 1; do not complement variables). a) A + BC b) (X + Y)(X + Z) c) P+Q+ RS

5. Simplify the following Boolean expression. Show each simplification step and identity used. a) ABAB + ABC b) (MN)(M + P) + MP

Boolean Algebra HW #4 Show all intermediate steps (truth tables, algebraic steps, and justifications such as identities or theorems) for full credit. 1. Evaluate the following expression when A = 1, B = O, C = 1, D = 0 F = AB + CD + (A+B)C 2. Find F, the complement of function F, Write your answer using overbars. F(W,X,Y,Z) = WX+YZ+XZ 3. Determine the truth table for the function F=XY+XZ 4. Show with a truth table that the following is true: X(Y+Z) = XY+XZ 5. Simplify the following Boolean expression. Show each simplification step and identity used. a) AB + AB + ABC b) (M+N)(M + P) + MP 6. Find the dual of the Boolean expressions. (swap + with and O with 1; do not complement variables). a) ABC b) (X + Y)(X + Z) c) P+Q+ RS 7. Convert Standard POS form to Canonical POS form. • (A+B)(Ā + C) (B+C) 8. Given that F(a, b, c, d) = Em(1, 3, 4, 6, 8, 9, 12) (i) Write the product of maxterms (canonical POS) for F. (ii) Write the canonical SOP and canonical POS for F.