QOQ1: 00 -->01--> 10 -->11 --> 00 O a. O b. Q0Q1: 11 --> 00 --> 10 --> 01 --> 11 O c. QOQ1: none of these O d. QOQ1: 11 --> 01 --> 10 --> 00 --> 11
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- Write VHDL code for a modulo-13 counter (counting sequence is 010, 110, …. 1210). The counter has the following features: an asynchronous Active High Reset a value R can be loaded into the counter, using the signal Ld (Load) The signal Ld is active High Draw the schematic of your counter, showing the inputs and outputs. Show the number of bits for R, Q (output of the counter), Ld.Write VHDL code for a modulo-13 counter (counting sequence is 010, 110, …. 1210). The counter has the following features: an asynchronous Active Low Reset a value R can be loaded into the counter, using the signal Ld (Load) The signal Ld is active Low Draw the schematic of your counter, showing the inputs and outputs. Show the number of bits for R, Q (output of the counter), Ld.Draw the schematic of a modulo-6 synchronous counter (counting sequence is 010, 110, ...). The counter has the following features: Asynchronous Reset is Active High A value R can be loaded into the counter, using the signal Load, which is Active Low.
- Design the simplest circuit that has three inputs, a, b, and c, which returns an output value of 1 whenever g and b are complements of each other or b and c are complements of each other, otherwise the output is 0. Realize the circuit using 4input , 3output PALIn MOD 6 Asynchronous Counter the total number of Invalid States are.........In the 3-bit counter circuit shown in the figure, the initial value of the output is set to Y = Y2Y1Yo = 111. What is the value of the output Y after 3 hours mark?
- (Logic Gates:* 7404LS (NOT)* 7408LS (AND)* 7432LS (OR)* 7400LS (NAND)* 7402LS (NOR)* 7486LS (EX-OR)* Decoder 74hc138Or you can use 74HCxx versions.) Task 3: Design a Binary Ripple Carry Adder for 5+3 summation in BCDcoding system. Draw the the circuit diagram by using FullAdder Blocks. Simulate the circuit.Design a 4-bit counter with one external input using T flip flop based on the following sequence: Input=0,6->2->9->13 (repeat), all undesired state go to 2. Input=1, 15->4->12->10 (repeat), all undesired state go to 4? *MIND TWO INPUTS THERE ARE i) State transition diagram = diag salag ii) State transition table such a example pic below iii) Simplification using 8 K-Maps required iv) circuit designDesign and implement a minimal 5 up counter. It counts from 0 to 4 and repeats. Design the circuit such that, if the counter enters into the unwanted states: 5,6 and 7, it should jump into state 0 on the next clock pulse.
- 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.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.Design a two-bit counter (sequential circuit) using falling edge triggered T-flipflops, with one input line x. When x= 1, the state of the circuit remains the same. When x = 0, the circuit goes through the state transitions byincrementing the state count, i.e., from 00 to 01, 01 to 10, 10 to 11, and 11 to 00, and repeats. Draw circuit diagramof the designed counter. if z=83,Convert z to Base-2, e.g., z= (156)10 = (10011100)2.Provide this bitstream as input to K and draw the timing diagram of the outputs of both the T-flipflops.