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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 ABCContrast the Hamilton path and cycle with the Euler path and cycle. <<<image here>>>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 gates
- When 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.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.Code the following Hamitonian in spinless_fermions_basis_1D in python codes.4. Use the Karnaugh map and simplify the following Boolean expression. After simplifying draw the circuit diagram for the result.
- Q.8 Draw an AND-OR Invert logic circuit using truth table in Table 1.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 6