Q4: Answer the following: A. Using D flip-flops, design a synchronous counter that counts in the sequence 1, 3, 0, 2, 1, ... The counter counts only when its enable input x is equal to 1; otherwise, the counter is idle.
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- The ASM chart shown in Figure 4 specifies a synchronous sequential logic circuit. Derive a suitable state table from the ASM and design the circuit for the state table using JK flip-flop and logic gates.Q4: Answer the following: A. Using D flip-flops, design a synchronous counter that counts in the sequence 1, 3, 0, 2, 1, ... The counter counts only when its enable input x is equal to 1; otherwise, the counter is idle. B. Write VHDL code to implement the finite-state machine described by the state assigned table shown in table 1.Design a 4-bit synchronous binary upcounter using T flip-flops. Draw only the logic diagram. Please show the process.
- The logic diagram of JK flip-flop is given in Figure 3.a) Write the output Boolean functions for the outputs.b) Draw the timing diagram of the circuit on Figure 4. Assume that the delay between JK inputsand QQ outputs is 1 unit. Each column in Figure 4 represents 1 unit.Design SYNCHRONOUS COUNTER using J-K flip flops that counts downfrom 9 to 0.-Show the state and excitation tables for the counter. -Express the flip-flop input functions as a minimal SOP expressions.-. Draw the logic diagram for the counter.Design Master-Slave Flip Flop circuit diagram and write a short description.
- 5- a- what are the application of Flip – Flop. b- What is the difference between the Flip – Flop circuit and the other combinational logic circuits?6) For IC 7493, answer the following questions: a) What is the maximum count length of this counter? b) This is a (ripple, synchronous) counter. c) What must be the conditions of the reset inputs for the 7493 to count? d) This is a(an) (down, up) counter. e) The IC 7493 contains (number) flip-flops. f) What is the purpose of the NAND gate in the 7493 counter?Design a synchronous counter with the irregular binary count sequence shown in the state diagram in the nearby figure. Use (a) D flip-flops, and (b) J-K flip-flops. 6 4 2
- (a) Consider a combinational logic circuit in Figure Q.2 (a).i and Q.2 (a).ii. Determine the Boolean equation for the output Y and then, replace the circuit with a single logic gate. Figure Q.2 (a)i Vpp Voo Figure Q.2 (a)ii9. Analysis of Synchronous Counters, in the following figure, write the logic equation for each input of each flip-flop. Determine the next state for state 010,011,100,111 as Q2Q1Q0 sequence. FF0 FFI FF2 Ko K, K2 CLKTask 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…