QOQ1: 00 -->01--> 10 -->11 --> 00 O a. O b. Q0Q1: 11 --> 00 --> 10 --> 01 --> 11 O c. QOQ1: none of these O d. QOQ1: 11 --> 01 --> 10 --> 00 --> 11
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- Q 1:- for the state diagram shown below, connect the circuit using J-K Flip-Flop. 0/0 1/0 1/0 00 01 0/0 0/1 11 10 0/1 1/0 1/0A 1bit 4 to 1 multiplexer, the 4 inputs of the multiplexer will be the output of another combinational circuit with A and B as an input:00 = 1bit Adder01 = 1bit Subtractor10 = 1bit Comparator (equals)11 = XOR • truth table• Boolean Expression• Logic Circuit Here is the truth table guide:Q3(A):For the state diagram shown below write the state table and design logic circuit 0/0 001 0/0 1/1 1/0 011 0/0 1/1 100 4. 0/0 010 1/1 1/1 000
- 1- A combinational circuit is defined by the following three functions: F1= XY + XYZ F2= XY + XYZ F3- XỸZ + 7Z Design the circuit with a decoder and external gates.Design a circuit that converts from binary to gray code.The state transition diagram of a synchronous counter is shown below. Design the 1 counter circuit using J-K flip-flops. 000 110 001 101 010 100 011 With the beln of neat dino
- on A counter circuit is shown in the figure. The counter counts as QO Q1 of C Clock K K O a. Q0Q1: 11-00-10--> 01-11 O b. Q0Q1:00 -- 01--10- 11- 00 Oc. QOQ1: 11-01--10-- 00- 111- A combinational circuit is defined by the following three functions: F1= XY + XYZ F2= XY + XYZ F3= XỸZ + YZ Design the circuit with a decoder and external gates.The State diagram is shown in figure. Use T Flip-flop to design the sequential circuit. | 1/0 001 0/0 1/0 100 (011 0/0 1/1 0/0 0/0 1/1 010 1/1 000 0/0
- Q2: Complete the truth table and which kind of circuits that (1.5) A B CARRY SUM 1 1 1 1 Q3: Write only the function tables of Multiplexer and demultiplexer (2) Q4: Draw the S-R Flip-Flop symbol and present its truth table (1) Q5: Draw a three-stages asynchronous counter (1)A counter circuit is shown in the figure. The counter counts as Q1 QO Vpp J Q Q Clock K K O a. QOQ1: 11 --> 00 --> 10 --> 01 --> 11 O b. QOQ1:00 --> 01 --> 10 -->11 --> 00 O c. QOQ1: none of these O d. QOQ1: 11 --> 01 --> 10 --> 00 --> 11 ClDesign a binary counter that counts from 0 to 5. At each clock pulse, 3 lights will be ON and 3 lights will be OFF. Use JK flip flops. Steps for solution: State diagram State table K-map reductions design