Question: 1. Demonstrate the validity of x + y2 = (x + y)(x + 2) by a truth table. 2. Simplify (a + b + c)(a

1. Demonstrate the validity of x + y2 = (x +

1. Demonstrate the validity of x + y2 = (x + y)(x + 2) by a truth table. 2. Simplify (a + b + c)(a + c) to a minimum number of literals. 3. Simplify a'be + abd' + abe + d'be' to a minimum number of literals. 4. Find the complement of a + 'We + de). 5. Draw the logic dingram of a + d'(c + de). 6. Implement F=Ty+x'y' + x' using only NAND gates. 7. Obtain the truth table of (d'+b)(a + c) and express it as stim-of-minterms and product-of-maxterms. 8. Convert F(x, y, z)=(1.3.5) to the other canonical form

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