Design a circuit that will function as prescribed by the state diagram shown in Figure 13.38. Use S-R flip-flops for implementation. 1/00 0/10 A 0/00 f/01 C f/11 00 01 11 10 1/10 Figure 13.38 State diagram.
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- I need explenation Consider the circuit above where the combinational circuit is represented by comb and clock skew is represented by tskew. Given the following parameters: Flip-Flop hold time = 2 ns Flip-Flop setup time = 10 ns Flip-Flop propagation delay = 12 to 20 ns Tcomb 1 ➔ 5 ns to 7 ns Tcomb 2 ➔ 6 ns to 11 nsDesign a comparator to compare two eight bit numbers? Draw complete gate level diagram? Note: Draw a diagram which show gates aswell diagram like this(shown in picture) is not requiredDraw the logic diagram and the state transition diagram for a sequential circuit with one JK flip-flop, FFA; one T flip-flop, FFB; and one input, X, with flip-flop inputs J = X ⊕ B T = X ⊕ A K = X¯ B and output Z = A B
- Design a comparator to compare two eight bit numbers? Draw complete gate level diagram?Draw the circuit diagram to output F given in the expression above by referring to schematics for 2-2) and 2-3). Use the space below to draw both the IC with pin assignments and a circuit schematic. Using a single 7400 IC construct a circuit to output the following Boolean function: F = AB + CDConsider an OAI321 static CMOS gate.(a) Draw the logic diagram (i.e. using AND/OR/INVERTER gates)(b) Draw the transistor schematic (using NFET/PFETs)
- Use muxes to implement various gates. In each circuit, draw the specified number of 2:1 muxes and implement the given boolean expression. A mux input can be A, B, 0, 1, or the output of another device (e.g., another mux or a decoder). Be sure to label the S, 0, and 1 inputs of every mux. a. Use one 2:1 mux to implement NOT A (i.e. A') b. Use one 2:1 mux to implement A AND B (i.e. AB) c. Use one 2:1 mux to implement A OR B (i.e. A+B)Identify the state diagram operation and find its output sequence for the following input sequence X=0101-1100-101-0000 the circuit accepts input bits from LSB to MSBUsing suitable circuit diagrams, implement the following logic equations using CMOS i. f(xy) = overline (x + y) ii. f(xy) =( x -y) iii. f(x.y,z)=( overline x.y.z )
- Draw 8 bit counter using JK or D flip flop in multisim, also provide circuit diagram of it., and verify truth table also.I have 6 states in a state diagram, I know 3 flip flops will be needed to make the circuit because 2^3 = 8 states which is enough cause i only have 6 state, so my question is what happens to the two unused states.. do they become the “don’t care” in the state table?A combinational circuit with four inputs (A,B,C,D) and one output (Z) is designed as follows using an 8:1 multiplexer. Inputs A,B,C are connected to the select lines ?S2, S1, S0 respectively. Multiplexer has the following values connected to the data inputs: I0,I6 =1; I1,I3 =D; I2,I5 =0; I4,I7 =D’ Write the simplest logic expression of the circuit realized above Z= f(A, B, C, D)