For each Boolean Algebraic Expression below: • • First, simplify the following expressions using the rules (tricks) we derived in class such as De Morgan's theorems. SHOW ALL YOUR STEPS! Second, test your solution: о Using the question's initial algebraic expression, draw a symbolic logic circuit diagram (AND, OR, Inverter gates) with an accompanying truth table: Example truth table for: A + B AB out 00 0 01 1 10 1 11 1 о 1. A(A+B) 2. Now, using your simplified solution of the algebraic expression, draw a symbolic logic circuit diagram (AND, OR, Inverter gates) with an accompanying truth table. The truth tables should be the same! ABC + ABC + ABC 3. AB ABC + A 4. AB + (A+B)C + AB 5. ABC + (A+B+C) + ABCD 6. (BBC)(B+BC) (B + D)

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A: Answer :-

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A:

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A:

Q: Generate the state table and diagram of the circuit. D,

A: The Handwritten Answer is given below:

Q: Q

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Q: what is the advantage of the following circuit A At Z.

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A: Below is the answer to above question. I hope this will be helpful for you...

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