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- 16 The simplified Boolean function in SoP, which is obtained from F(A,B. C) n (2, 3,4, 5. 6, 7) is ONone AB AU ABCWhen simplified with Boolean Algebra (x + y)(x + z) simplifies toDevelop the truth table of the logic circuit. Simplify the equation by using Karnaugh Maps. Implement the simplified equation (draw the circuit diagram) by using gates.
- 10. a. Simplify the Boolean function F (a,b,c) = Σ m(0,2,3,4,6,7) using a K- map b. Draw a circuit for F using only NAND gatesContrast the Hamilton path and cycle with the Euler path and cycle. <<<image here>>>1. A combinational circuit is specified by the three Boolean functions: F(A, B, C) = C(A' + B') + AC' + BC' G(A, B, C) = ABC + BC H(A, B, C) = A + B a. b. C. Create a truth table for the circuit. Simplify the expressions using Karnaugh maps. Draw the logic diagram for the circuit using the simplified expressions obtained in part b.
- 6. Given the function F = [I(0, 1, 4, 6, 7,8,9) + Md(5, 10, 11,12) a. [10] Write the equation for F in reduced SOP form b. [10] Draw the circuit using AND gates, OR gates and INVERTERS. 0 c. [10] Draw the circuit using only NAND gates and INVERTERS.4. Use the Karnaugh map and simplify the following Boolean expression. After simplifying draw the circuit diagram for the result.Code the following Hamitonian in spinless_fermions_basis_1D in python codes.
- Code the following Moore machine in VHDL.An array of seven LED is used to show the outcome of rolling a die. Design a circuit that illuminates appropriate LEDS to display the outcome of the die. The distribution of the LEDS on the electronic display is given below. a- Derive the Truth Table for the defined function b- Simplify the function using Karnaugh-map c- Express the simplified function F and sketch the circuit c de 1 3 5 61. Simplify the following Boolean expression using K-map and draw the circuit for simplified expression using basic gates. F(A,B,C)= {m(1,2,3)+ [d(5,7)