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Design a 3-bit counter which counts in the sequence:
001, 100, 101, 111, 110, 010, 011, 001, ...
(a) Use D flip-flops.
(b) Use T flip-flops.
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- A 3-bit counter counts in the sequence: 001, 011, 010, 110, 111, 000, 100 and repeats. Draw thelogic diagram for a circuit that implements this. Use D flip-flops. Please explain your process.Design a 6-bit counter with control input using flip-flops. Every hour pulseIt should be a design that will increase or decrease by 4 when it arrives. Control input increment orwill determine the decrease. Increasing when control input is 0, decreasing when 1should be designed.Design a 3-bit counter which counts in the sequence: 001,100,101,111,110,010,011,001... (a)Use D flip-flops (b)Use J-K flip-flops (c)Use T flip-flops
- show the waveforms for each flip-flop output with respect For the ring counter in Figure to the clock. Assume that FF0 is initially SET and that the rest are RESET. Show at least ten clock pulses. D D. FFO FF1 FF2 FF3 FF4 FF5 FF6 FF7 FF8 FP9 CLK5. JK flip-flops are often used to build counters. The JK flip-flop will toggle the original output value when triggered by the clock signal if both the J,K inputs are connected with a constant "high"(logic 1). All the JK flip-flops in Figure 2 are negative edge triggered. All the initial values of Q2Q1Q0 are 0. Qo (LSB) (MSB) Input K K Logic 1 Input Q2 000 Figure 2. Counter (a) Sketch the output waveforms forQ2 Q1 Q0. Write down the output binary value (Q2Q1Q0: such as "000", "001") for each clock period on the figure. (b) Describe the function of the counter (e.g. binary down counter counting from 7 to 0).Design a 4-bit ring counter using D flip-flop and draw the logic diagram of a 4-bit ring counter State Table: 4-bit ring counter (Shift Right) Present Next State State ABCA 001 B 0 10
- Design a sequential circuit with two flip-flops A and B, and one input x_in. When x_in = 0, the state of the circuit remains the same. When x_in = 1, the circuit goes through the state transitions from 00 to 01, to 11, to 10, back to 00, and repeats. a. Using D Flip-Flop. b. Using JK Flip-flop.010 For the state diagram shown below. what is the Boolean expression of the flip-flop inputs if you assume that the circuit is built using T flip-flops. (Assume that the binary code is assigned in an ascending order for the states starting from state A). X is the external input.Design 1-5 count-up Counters using JK Flip-Flops. 001-010- 011-100- 101- back to 001 03 Required: a) Excitation of Flip-Flop b) State diagram and circuit excitation table. c) Obtain simplified equations using k-map. d) Design logic diagram.
- Design a 3-bit counter which counts in the sequence: 001,100,101,111,110,010,011,001,... (a) Use S-R flip-flops (b)What will happen if the counter of a D flip-flop is started in state 000?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 CLRDesign a 4-bit counter C( represented by C3C₂C₁C₁)which can count the specified sequence as following: 0000011010010010 ➜ 11000000. The counter will use the falling edge of the clock (denoted by Clk) and have a separate reset pin (R) which will reset the counter to 0000 when it is low (e.g. = 0). Please use D type Flip-flops. Write down the state diagram, and state table; Use K-map to simplify the input equations; Write down the simplified input equations and draw a neat circuit diagram. (Hint: use don't care for unused states)