Q1) 4-bit synchronous binary counter (using T flip-flops, or JK flip-flops with identical J,K inputs). Q2) Using Synchronous decade/BCD counter (cont'd).Number of state=10
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Q: 1) Design a four-bit binary synchronous counter with D flip-flops.
A: We need to design a 4 bit binary synchronous counter using d flip flop.
Q: Design a synchronous down counter which will count from binary 15 to 0. Use J-K Flip Flop to design…
A: Design a synchronous down counter which will count from binary 15 to 0. Use J-K Flip Flop to design…
Q: Q1) 4-bit synchronous binary counter (using T flip-flops, or JK flip-flops with identical J,K…
A: 1) A 4-bit synchronous binary counter using T- flip flop is as follows:
Q: JK Flip Flop State Machine Create Logic Diagram based on Design Equations J1 = K1 = Q0 A’ , J0 = A ,…
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Q: Design a counter that has the following repeated binary sequence :1,3,5,7.using D-flip flops
A: Repeated binary sequence :1,3,5,7 using D-flip flops
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Q: 4. Using the given equation design the equivalent D Flip-flop, state table, and state diagram A(t +…
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- F4 Using two flip-flops and basic gates, construct the circuit of the given state diagram below. Provide the following: State Table, Flip-flop equations, Circuit Diagram. Follow correct label names: Q0, Q1 – prev/present states D0, D1 – D-FF names X – input Y - outputQ1) 4-bit synchronous binary counter (using T flip-flops, or JK flip-flops with identical J,K inputs). Q2) Using Synchronous decade/BCD counter (cont’d).Number of state=10a) Design a single-digit decade counter that counts from 0 to 9 and repeats. The single-digit decade counter should be built by a cascaded synchronous binary counter (74LS163) and other basic logic gates. Simulate thecomplete counter circuit by OrCAD and PSPICE. Capture the circuit schematic and the simulated waveform.(Define the simulation timings for at least one full counting cycle from 0 to 9 and back to 0.)(Hint: Use the DigClock input from the SOURCE as shown below and setup the CLK ONTIME and OFFTIME accordingly for the clock source.)
- a) Design a single-digit decade counter that counts from 0 to 9 and repeats. The single-digit decade counter should be built by a cascaded synchronous binary counter (74LS163) and other basic logic gates. Simulate the complete counter circuit by OrCAD and PSPICE. Capture the circuit schematic and the simulated waveform. (Define the simulation timings for at least one full counting cycle from 0 to 9 and back to 0.) (Hint: Use the DigClock input from the SOURCE as shown below and setup the CLK ONTIME and OFFTIME accordingly for the clock source.) 1/6 Pat DigClock Part List OFFTIME = SuS DSTM1 ONTIME = DELAY= STARTVAL = 0 OPPVAL = 1 Sus EUK FleStim AC Lbrajes Design Cache b) Read the specification of 74LS47 (BCD-to-7-Segment Decoder shown in Appendix) to see how the logic IC operates to drive a 7-segment LED display. Draw the circuit connection of the decade counter in (a) and the decoder to display the count value on the 7-segment LED display. Further explain why common anode…Design a 3-bit counter that counts the following sequence: 7,5, 3. 1.0.7, 5. 3, 1, 0, 7. etc. Using the sequential design technique that starts from a state diagram, draw the state table. minimize the logic. and draw the final circuit. The outputs of logic circuit are 2 = Qo Q1. I, = Qo.Qi + Qo.Qi, Io = Qo.Q2, Cont2 = Qj Q2 Cont1 = Qu Q2. Cont0 = Q2 Qo.Q1. h = Qo.Qi + Qo.Q1, Io = Qo Qz Cont2 = Q, Q2 Contl = Qo Q2 Cont0 = Q2 Qo Qı Ij = Qo.Q, + Q».Qı, Io = Qo. Q2. Cont2 = Qj Q2. Contl = Qo.Q2. Cont) = Q2 L = Qo.Qı. I¡ = Q. Qj + Qu Q Io = Qv.Qz Comt2 = Q, Q, Contl = Q Q2 Cont0 = Q2 !! fefsto How much will be per-product cost and thDesign a 3-bit synchronous binary counter using JK flip-flop. State Table: 3-bit synchronous binary counter:
- Design a 2-bit synchronous binary counter using T flip-flops. Include the state diagram, state table, state equation, flip-flop input function and logic diagram1)Design a 3-bit binary gray code up/down counter using J-K Flip Flops. Draw the state table, state diagram and draw the logic circuit.Task 1: Custom Sequence Counter Using JK Flip Flop, Design a counter circuit that cycles through the sequence: 0, 5, 4, 6, 1, 7, and repeats. Follow these steps: a) State Diagram: Draw a state diagram representing the sequence. Each state should be expressed as a binary number. b) State Table: Create a state table for the counter, detailing current states, next states, and outputs. c) Flip-Flop Input Equations: From the state table, derive the input equations for the flip- flops. Treat any unused states as don't-care conditions. d) Simplification using K-maps: Use Karnaugh maps to simplify the flip-flop input equations. Optionally, verify your simplifications using Multisim. e) Circuit Diagram: Draw the circuit diagram. Task 2: 3-bit Up/Down Counter Using Flip Flop of your choice, design a 3-bit counter that counts up or down based on an input signal X. The counter should behave as follows: Initial State: On powerup, the counter starts at 0. Count Up (X=1): Sequence progresses through…
- We want to design a circuit to detect prime numbers.The input of the circuit is a 4-bit binary number and the output is a single bit and should show one when the number is prime and zero otherwise.B. Implement the circuit using a 4× 1 multiplexer and combinational logic gates.C. Implement the circuit using only one decoder and one OR gate. What is the size of the decoder you use?Q6. For the following state graph, construct a transition table. Then, give the timing diagram for the input sequence X = 101001. Assume X changes midway between the falling and rising edges of the clock, and that the flip-flops are falling-edge triggered. What is the correct output sequence? So S3Use D flip-flops to design a mod-16 binary down counter, whose counting sequence is 1111->1110->1101->1100->1011-> … ->0000->1111…. Derive the logic expressions for the D inputs of the flip-flops and draw the circuit diagram.