Design JK flip-flop using gated JKs (latches)COMPUTER ARCHITECTURE
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Design JK flip-flop using gated JKs (latches)
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- Glven a JK flip-flop, describe thoroughly what the next state Is glven the different Inputs?Solve it ASAPFlip-flops are basic memory element used in sequential circuits. Flip-flop has two stable states – logic 0 or logic 1. A flip-flop will either be in one of the two stable states after application of the input signals; it will remain to be in that state even if the inputs are removed. Flip-flops are also known as the latch or toggle.(a) (i) What is the difference between D flip-flop and JK flip-flop. (ii) How will you convert a D flip-flop to J K flip-flop? (b) Realize the following function of three variables with 8:1 MUX. F (A,B,C) = ∑(0.1,3,4,7) (c) (i)kindly demonstrate, the difference between the output waveform of the output Q of D flip-flop and the Q of clocked R S flip-flop. AP(4marks)3(ii) How will you modify an asynchronous R S flip-flop so that when both the inputs R and S are 1, the flip-flop is set?
- 4- Draw the output waveform if the signal shown in Figure below is applied to inputs of J-K Flip-Flop. Q is initially LOW. PR HIGH CLK- K CLR CLK- PR CLRUsing D flip-flops, design a logic circuit for the finite-state machine described by the state assigned table in Figure Present Next State State Output x=0 x=1 y2y1 Y2Y1 Y2Y1 Z 28 00 00 01 0 01 00 10 0 10 00 10 1 11 00 10 1 I need a step by step solutionDesign counter that counts from 00 to 59, using the IC 74LS90 ripple counter and use two 7 segment display to display the result count. You can also use 7447 binary to 7-segment Display Decoder in logicworks.
- how to analyze the Master-Slave D flip-flop? Please provide a clear explanation for each step. ThanksRedesign the following combinational logic circuit using no more than 5 NAND gates. T5 B T6Figure shows a state diagram for a sequential circuit. Design a sequential logic circuit using JK flip-flops with individually controlled JK that implement the state diagram of Figure 3. 0 00 11 1 0 1 0 1 01 10 0