2. Implement f(a,b,c) = Σm(1,2,3,5,6) using only 2-to-1 muxes. There are four possible solutions. You must find two. All inputs are available complemented and uncomplemented. Use as few muxes as possible. (Minimum is 2!)
Implement f(a,b,c) = Σm(0,2,6,7) using only 2-to-1 muxes. All inputs are available complemented and uncomplemented. Use...
we want to implement the function ?(?3,?2,?1,?0)=∑?(1,4,5,8,11,12,13). Assume complemented inputs are available at no cost. c. Use Shannon’s Expansion Theorem to implement H using a 2-to-1 multiplexer with z3 as the select line, AND gates, and OR gates. Also, show the expression for H that uses Shannon’s Expansion Theorem. d. Use Shannon’s Expansion Theorem to implement H using a 4-to-1 multiplexer with z2 and z1 as the select lines. Also, show the expression for H that uses Shannon’s Expansion Theorem.
design and implement a full subtractor using two 8-to-1 MUXes. connect X,Y< and Bin to the control inputs of the MUXes and connect 1 or 0 to each data input. Pleas answer as fast as possible and show all work show all work please
For all problems below, assume that inputs are available in both true and complemented forms. In addition, do not expand or simplify the original expressions using Boolean algebra 1. Draw transistor-level schematic for the following Boolean functions. (a) F- (a+b)c+a (b) F-ab + c + d)(i + be) (c) F- a(b) ad bed (d) -b(ab+eb(aod))+ ab For all problems below, assume that inputs are available in both true and complemented forms. In addition, do not expand or simplify the original...
For all problems below, assume that inputs are available in both true and complemented forms. In addition, do not expand or simplify the original expressions using Boolean algebra 2. Consider the following Boolean function: F-a I a(с 1 b)(b i ē). (a) build the truth table for the pull-up network. (b) build the truth table for the pull-down network. (e) build the truth table for F. For all problems below, assume that inputs are available in both true and complemented...
1. Construct a possible digital system with three inputs, A, B, and C, and one output, Y, such that Y= logic l’if two of the inputs are logic 'l'. Implement the circuit using: a. Minimum number of logic gates b. Minimum number of NAND gates only Assume complement inputs are available.
Use only 2-to-1 multiplexers to implement the circuit for the following function: F(A, B, C) = Pi M (1, 2, 4, 5) Assume the inverse of each input variable is available, (i.e., you can directly use the inverse of each input variable A, B, or C, in your answer.) Repeat P7, but this time using only one 4-to-1 multiplexer.
Implement the Boolean function F(w,x,y,z) = Σm(3, 4, 5, 1 1, 12, 13, 14, 15) using a minimum number of NAND gates only. Write the minimal logic expression (no need to draw the circuit).
14. are available only 7 n- Implement the functions A+B, C+A.D and A+B+C (there MOS and 7 p-MOS transistors for all functions combined, only A, B and C are available as inputs) 15. Implement the function A+B.(C-D+E) in typical CMOS (there are available only 5 n- MOS and 5 p-MOS transistors, only A, B, C, D and E are available as inputs)
Design a 6 to 1 multiplexer (inputs A,B,C,D,E,F,S[2:0] and output Z) (a) Implement the 6 to 1 multiplexer using only CMOS NORs, NANDs and inverters. ( b) Implement the 6 to 1 multiplexer using only CMOS transmission gates and inverters. (c) Which approach is better and why?
Represent the following logic function using only 2:1 multiplexers. Use as few multiplexers as possible. All multiplexer data inputs must be coming from another mux or be a logic 1 or a logic zero. f = a'bc + ad + b'c + a'd + e