Minimize the following Equation by using Karnaugh Map, then draw the final Logic Circuit of the minimized equation. Y(A,B,C,D)= (0,1,4,5,6,7,8,9) * ↑ Add file

3. Draw circuit using the following expression. F = (A + B'C')(AD + BC)

1| Rev 001 Eff Date: 09-08-2023 QP-ASR-001 | Rev 001 Eff Date (b) Draw a logic circuit diagram of the following Boolean expression: i. AB+C+ACB+B ii. ABC + ABC + AC (c) Convert the following expression to sum-of-product form F(A, B, C) AB + BC + AC Question 3: [Total Marks: 10] [5 marks] [5 marks] [5 marks] (a) Draw the logic circuit diagram for the following Boolean expressions using only NAND Gates X= AB (b) Draw the logic circuit diagram for the following Boolean expressions using only NOR Gates X=AB Question 4: [Total Marks: 10] (a) What is the Control word for the following micro-operations? [6 marks] i. R1 <- R2 + R3 ii. R2 <- SHR R2 Page 2 of 3 iii. R7 <- R2-R3 (b) The following instructions are performed in a processor based on general register organization. If R1 = 1001 and R2 = 1101, what will be the value of register R2 in the following operations: i. R2 <- SHR R2 ii. R2 <- R2 + R1 [4 marks] Question 5: [Total Marks: 15] Given the expression (A+B)*(C-D)+(E/F*G) (a) Find the…

Q1: Let F1 = X.Y , F2 = AOB , F3 = F1+ F2 Implement the above Boolean expression with logic circuit . giving the ... truth table.

Write a boolean function in sum-of-products form for the following.  F(X, Y, Z) is true when exactly one of the following is true: a) X is true  b) Y is false and Z is true

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A B с I Out Write a boolean expression for the circuit shown above. (Note: Do not simplify it.) Write the simplified boolean expression for the circuit based on the truth table.

( w' + x' + y + z' )( w' + x' + y + z ). Draw the circuits before and after Simplify the expression simplification. Solution:

A combinational circuit is described by this Boolean Expression: F(A,B,C,D) = 2m(0,2,4,8,9) i) Minimise the Boolean Expression given above using a Karnaugh map. ii) Given Don't Care conditions d = Em (10,11,12), use a separate Karnaugh map to demonstrate how you would further simplify the expression in part i). iii) Use Switching Algebra to show how you would implement the function obtained in part ii) by using NAND gates only. Provide a circuit diagram in your answer. Show all your working.

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