Using 74L S163 4-bit binary counter and any nessary gates, design a counter that produces the count sequence: 0, 1, 2, 10, 11, 12, 13 and repeats.
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- Design a counter which counts from (0011)_2 to (1110)_2 using 74x163 IC and external gates. The counter should start counting when an active-low ENABLE (EN_L) input is asserted.The counting sequence of a 3-bit synchronous counter using JK flip-flops is as follows: 3, 5, 2, 7, 1, 4, 3Implement the counter using JK flip-flops.Write a Verilog code using combinational logic gates to design an 8 by 8 signed bit multiplier
- Construct a 3-bit counter using three D flipflops and a selection of gates. The inputs should consist of a signal that resets the counter to 0, called reset, and a signal to increment the counter, called inc. Th e outputs should be the value of the counter. When the counter has value 7 and is incremented, it should wrap around and become 0.A 4 bit (Q3 Q₂ Q₁ Qo) binary down ripple counter is designed. The clock cycles are negative edge triggered and J-K-Flip-Flops (FF's) are used during the design process. Both the inputs J and K of FF's are connected to logic 1. What will be the input to clocks of next MSB FF's?Construct a 4x16 decoder using a maximum of four (4) 2x4 decoders. You may use external gates and other combinational logic circuits (e.g. multiplexers, adder, etc.). You may use block diagram for decoders. Label your I/O pins properly and completely
- Design a cascade of Ripple counters to count 0000, 0001, 0010, 0011, 0100, 0101, 0110, 0111, 1000, 1001, 0000, 0001, 0010, etc using T- flip flops. (ii) Explain how propagation delays affect the performance of Ripple countersDesign a MOD- 6 synchronous up binary counter using S-R flipflop and draw it's timing diagram.A multiplier is to be designed for two 2-bit inputs using the algorithm. (Draw schematic, truth table, and write Verilog HDL code) (Use: and, not, xor gates)A result will be written at 7-segment on the Altera FPGA board. (Draw schematic, truth table) (Use: and, or, not, xor gates)
- Design a 2-bit binary counter using D flip-flops and the circuit implementation from truth table and equation in the picture below.Design a four-bit counter that goes through the sequence: x+1→x+2→x+3→x+4→x+5 SolveX = 7Then Solve X = 9(a) Show how 4 one bit full adder can be configured to perform ADD, SUBTRACT, AND and OR operation of two 4-bit number. Show the construction of the circuit using the above full adders and other basic gates.