Question: Question 1: Simplify the following expressions using basic Boolean algebra identities. x'(x + y) + (y + xy')(x + y') Question 2: Prove that: Y+xz+xy'=x+y+z


Question 1: Simplify the following expressions using basic Boolean algebra identities. x'(x + y) + (y + xy')(x + y') Question 2: Prove that: Y+xz+xy'=x+y+z Using truth table I Question 5: Express F = xy + xz in a product of maxterms form and a sum of minterms form
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