A counter need to produce the following binary sequence using JK flip flops 1,4,3,5,7,6,2,1 Draw the next state table Determine the K-Map Determine the logic diagram for the counter
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- Design a 4-bit arithmetic circuit, with two selection variables S1 and S0, that generates the arithmetic operations in the following table. Draw the logic diagram for a single bit stage. Note that B’ represents “Not B”. Draw the logic diagram for a single bit stagplease draw a logic diagram with following description Two D flip-flops (DFF1 and DFF0): DFF1 stores Q1 DFF0 stores Q0 Combinational logic for D flip-flop inputs (D1 and D0): D1 = Q1 & power D0 = power & (Q1 ^ sensor) Output signals (A, B, C , and D): A = ~(Q1 | Q0) B = ~Q1 & Q0 C = Q1 & ~Q0 D = Q1 & Q0(a) Construct the state table and determine the state equation of this circuit. (b) Consider the following three different approaches of implementing the sequential logic circuit Sketch the logic diagram of the circuit for each case (i) Use a negative-edge triggered D flip-flop and some primitive gates (i) Use a positive-edge triggered JK flip-flop and some primitive gates (ii) Use a positive-edge triggered T flip-flop and a 4x1 multiplexer
- Show how an asynchronous counter with J-K flip-flops can be implemented having a modulus of eleven with a straight binary sequence from 0000 through 1010 . Draw the diagram.(need only handwritten solution .otherwise downvote.)Examine the circuit given below. Write the expression for outputs Q1, Q2, and Q. Clearly indicate which logic gate Q output is using Boolean Algebra and write the name of this logic gate.Design a counter with JK flip-flops that counts primary numbers (2,3,5,7,11,13) in loop, show the state diagram, truth table, k-map. Finally draw the circuit.
- 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 - outputDesign a 3-bit up counter circuit using JK flip-flops that counts in binary sequence from 000 to 111 and then resets. Provide the truth table and the circuit diagram.Design a mod-6 counter with an (active high) enable input E and a maximumcount indicator output Y which is 1 when the counter is at its maximum countand the circuit is enabled. Use JK-FF. In the next-state/output table, please write the state variables in the order Q2Q1Q0. Assume that the unused states will never occur because the flip-flops will be reset on power up, and use don’t cares to simplify the Boolean functions as much as possible.
- Determine the simplified Sum of Product expression of Q1 and Q2 from the table using a K-Map, then draw the simplified logic diagram. SHOW KMAP WITH THE FINAL EXPRESSION & LOGIC DIAGRAMUsing JK flip-flops:1. Design a counter with the following repeated binary sequence: 0,1, 2, 3, 4, 5, 6.2. Draw the logic diagram of the counter.Design 2 bits counter that count down by using T flip flop when input x =1 and counts upwhen x=0. Find the following1. Derive the state table2. Derive the K‐map simplifications.3. Draw the logic diagram