Design the sequential circuit based on the state transition diagram and state table shown below.
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- A binary pulse counter can be constructed byinterconnecting T-type flip-flops in an appropriatemanner. Assume it is desired to construct a counterwhich can count up to 10010. a. How many flip-flops would be required?b. Sketch the circuit needed to implement this counter.Design a sequential circuit with input M and output A using the given state diagram. Reduce the number of states if necessary. Implement the circuit using SR flip-flops. Notes: Use chronological binary assignment for the states (e.g. state A = 0000, B = 0001, D = 0010 etc.) Use Q1, Q2, Q3, Q4 etc. as flip-flop variables where Q1 holds the MSB. Answer the following1. How many SR flip-flops are needed in the design? Note: For numbers 2 to 8 Type N/A if not applicable Use upper case letters, it is case sensitive Use apostrophe to indicate complemented variable For every term in the expression, follow the sequence of the alphabet, e.g., AM’Q1 In case of Q1, Q2, Q3, Q4…, arrange it in ascending order, e.g., Q2’Q42. The input equation to SR flip-flop, SQ1 =3. The input equation to SR flip-flop, RQ1 =4. The input equation to SR flip-flop, SQ2 =5. The input equation to SR flip-flop, RQ2 =6.The input equation to SR flip-flop, SQ3 =7.The input equation to SR flip-flop, RQ3 =8. The output…Show the digital circuit diagram, output waveforms and truth table of a modulo-5 up counter using toggle flip-flops and explain the working principle.
- Consider the following circuit that uses falling-edge triggered D flip-flops. Assume the Clock input, and outputs Q0, Q1, and Q2, are all initially 0. Draw waveforms for Clock, Q0, Q1, and Q2, showing at least ten Clock cycles. A. Write a table summarizing the values of Q0, Q1, and Q2 after each Clock cycle. b. Briefly explain what this circuit does at a high level, treating the Q outputs together.Design the circuit that can count from 0 ,14,6, using the suitable Flip-Flop, showing the following steps: Excitation table State table k-maps circuit diagram/designUsing 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
- Using the given equation design the equivalent D Flip-flop, state table, and state diagramGiven a sequential logic circuit expression asX(t+1) = p'X+pYY(t+1) = pX'+p'Ywhere X and Y are the two flip-flop outputs and p is the main external input.Draw the state transition table for the above-given logic function.Also, draw the state transition diagram associated with it.And What is the behavior of the circuit?For the frequency divider circuit the D-flip-flop is a CD4013 Dual D-Type flip-flop V2 is a square wave applied to the Clock input and Q is the ouput waveform. a. What is the frequency of the square wave Clock from V29? b. What is the frequency of the output pin Q? c. How many D-flip-flops are implemented in the CD4013 Chip? d. How many outputs are implemented in each D-flip-flop? List them.
- The D flip-flop is created by connecting two gated D latches serially, and inverting the CLK input to one of them. The following figure shows the internal circuit of D Flip-flop composing of two latches (L1: Master, and L2: Slave) and NOT gate. Answers the following questions. (Note: You should show all the steps) When CLK = 0 and D = 1, what are the values of N 1 and Q? N 1 = ? Explain how come. Q= ? Explain how come.Design a 2-bit binary counter using D flip-flops.Show circuit implementation using the truth table and equation from the kmap ..Suppose that you want to design a new flip-flop and name it as AMflip-flop. This AM flip-flop behaves as follows: If A = 1, the flip-flopcomplements the current state. If A =0, the next state of the flip-flopis equal to the value of M.a. Derive the characteristic table for the AM flip-flop.b. From the characteristic tables of both flip-flops, the JK and theAM (that you have derived in part a), find the equivalent valuesof J & K for each of the AM states.For example, if for A= 0, M=0, Q(‡+1) was, say, x; then youshould find the equivalent combination of J & K that producesthe same output.c. Based on the result that you have obtained in part b, show howa JK flip-flop can be converted to an AM flip-flop by addinggate(s) and inverter(s).