Please solve the problems from 9,10 , 11 Digital system
11. Consider the following multi-levei combinational logic circuits. (a) Implement the circuit given in Figure 3.40 using only NAND gates (use of inverters is OK) (b) Implement the circuit given in J is OK) re 3.40 using only NOR gates (use of inverters D a b d D a F C Figure 3.40: Multi-level Circuit (c) Implement the circuit given in Figure 3.41 using only NAND gates (use of inverters is OK) (d) Implement the circuit given in Figure 3.41 using only NOR gates (use of inverters is OK) d D C d Figure 3.41: Multi-level Circuit 9. Minimize the following Boolean functions into both sum-of-products and product-of- sums forms using a K-map (function d() indicates don't care conditions) (a) F(w, ar, y, z) E(0, 1, 2,5,7,14 , 15) d (w, 7,y, 2) = Σ8,8, 10, 12, 13 ) (b ) F(a b,c, ) Σ23 , 7, 12, 15 ) d(a, b,e,)=Σ0, 1,4,9 , 10) Complete the following homework problems found in the book (PDF version). Show all work (making sure it is legible) and circle all answers for clarity. Chapter 3 2b, 3b, 5b, 5d, 7b, 7d, 9b, 11c , 11d Problem 10 Use the truth table below to create a circuit in verilog HDL with three inputs (x.y,z) and four outputs (a,b,c,d) with each output equal to the truth table below. Show your HDL code as well as the simulation results. b X d a 0 0 0 1 1 0 0 0 1 0 1 0 1 0 0 1 0 1