A B C D B PO O E E F F H F G bi. D bi. 1 E B 0 D 1. Choose the level/label you want change and change the gates to dual symbol. Hint: Draw NAND dual symbol using OR gate and 2 NOT gates and change NOT drawn with NAND to basic NOT. -X

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Q: Q4 // Write the Boolean algebra laws for OR gates?

A: Defined the boolean algebra laws for OR gates

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Q: Q21- The minimum Boolean expression for the following circuit is: В A

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Q: B Cor the above Logic circuit Cvalue ic 1 vrhon:

A: The answer for the above question is

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Q: 2. Simplify the given expression and reduce it to minimum number of gates. (AB)'+(A'+B)'

A: Final Answer: B’

Q: logic gates are  select the best answer

A: Logic gates are Implementation of Boolean functions.  E g AND gate

Q: 3. Create the truth table and logic gate diagram for the following: a) x + y + z = s b) x y z = s .

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Q: Create a non-abbreviated logic diagram for the following Boolean Expressions. You can use all gates.…

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Q: Quèstion 2 Any combinational logic circuit could be designed and built using gates only. AND a. Ob.…

A: Answer :-- D) NOR

Q: 4. Simplify the expression using DeMorgans law.

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Q: a) Y=A+B+C b) 3) For each of the following mathematical expressions, construct a diagram with gates…

A: Please refer to the following steps for the complete solution to the problem above.

Q: Procedure : 1- Connect a Half Adder circuit using XOR & AND gates, then fill the table below. AB Q C

A: half adder : A B Q C 0 0 0 0 0 1 1 0 1 0 1 0 1 1 0 1

Q: a. Two input AND gate

A: An AND gate is a rationale gate having at least two sources of info and a solitary yield. An AND…

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A: NOR gata is a logic gate whose output is (A+B)'

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A: Thank you 😊

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A: Hello student Greetings Hope you are doing great. Thank You!!!   Logic gates are electronic circuits…

Q: Drive the Boolean expression for the given  circuit

A: we need to  drive boolean expression for above circuit:

Q: 1. Given the following circuit: 5 ns A D t. 1ons The gate delays are as shown above the gates. A, B,…

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Q: Draw the circuit for the following Boolean expression: P = (X and Y) or (not X or Z)

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