If you are talking combinations, without binary number representations, then you are talking about a circuit that has a 1 output when any input is a 0. That is a 3 input NAND gate. If you are talking binary number representation, then you are talking about a circuit that has a 1 output when the inputs are 010, 001, or 000. Use a 3 to 8 decoder, with an OR gate on the low three outputs.
Any circuit that converts binary information into machine readiable form is called sequential circuit
10
http://ftp.csci.csusb.edu/schubert/tutorials/csci310/f03/dw4bit.pdf
An encoder is a digital circuit which accepts one of the inputs and converts it into BCD or Binary Coded Output. It performs the reverse function of that of a decoder.
To design a BCD to 2421 code converter, first, create a truth table that defines the BCD (Binary-Coded Decimal) inputs (0000 to 1001) and their corresponding 2421 outputs. Next, derive the logic expressions for each output bit (D3, D2, D1, D0) using Karnaugh maps or Boolean algebra to simplify the equations. Implement these logic expressions using logic gates (AND, OR, NOT) to build the circuit. Finally, verify the design through simulation or testing to ensure correct functionality.
a sequential circuit is an interconnection of combinational circuit and storage elements.The storage elements is called flip-flop,store binary information that indicates the sequentiol circuit at that time.
sounds to me like a digital multiplexer (MUX)
A combinational circuit is a type of digital circuit where the output is solely determined by the current inputs, without any memory elements or feedback loops. This means that the output is a direct function of the inputs at any given time, and it changes immediately when the inputs change. Common examples include adders, multiplexers, and encoders. Combinational circuits are characterized by their use of logic gates (such as AND, OR, and NOT) to perform specific operations on binary data.
circuit of modulation PSK
It is quite simple, you have to draw a truth table. Derive K-Maps from there and you would have the equations. I am assuming you do know how to solve simple combinational design problems
There is no need for a combinatorial circuit to multiply a number by two. A binary number, left shifted one place, is twice the original binary number. The specific answer to the question is that you would connect the three input lines to the three high order output line of four output lines, and connect the low order bit of the four output lines to logic 0. If the three input lines were labelled A, B, and C, the output would be A, B, C, and 0.
To design a counter for a repeated binary sequence, first determine the specific sequence you want to repeat, such as "0101." You can use a finite state machine (FSM) with states representing each bit in the sequence. Each state transition occurs on a clock pulse, cycling through the sequence until it resets. Implement this using flip-flops and combinational logic to ensure the output follows the desired binary pattern.
serial adder: 1) Slower 2) It uses shift registers 3) IT requires one full adder circuit. 4) It is sequential circuit. 5) Time required for addition depends on number of bits. Parallel adder: 1) Faster 2) It uses registers with parallel load capacity 3) No. of full adder circuit is equal to no. of bits in binary adder. 4)It is a combinational circuit 5)Time required does not depend on the number of bits
Let the inputs be A2 A1 A0 & outputs be S5 S4 S3 S2 S1 S0. Now, make a truth table as follows A2 A1 A0 S5 S4 S3 S2 S1 S0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 1 0 1 0 0 0 0 1 0 0 and so on....... Finally we'll get S0 = A0 S1 = 0 S2 = A1 A2(bar) S3 = A0 [ A1 XOR A2] S4 = A2 [A1(bar) + A0 ] S5 = A1 A2
Assuming you have binary components the McCabe Thiele Method should be used. Otherwise a process simulator such as Aspen, Pro/II, and/or KGTower should be used.
Design a logic circuit that converts a four digit binary input to equivalent Binary Coded Decimal value. You need to first create the truth table (please note this circuit should have four input bits, but five output bits; for example, for an input 1001 (decimal 9) the suggested output will be 0 1001 (the BCD value 0 9); and for an input 1010 (decimal 10) the suggested output should be 1 0000 (the BCD value 1 0 )). After creating the truth table design the Boolean expressions for each of the five output bits. Draw the resulting circuit diagram using AND - OR - NOT gates.
Most commonly, in computers. In general, any electronic circuit that deals with numbers (clocks, calculators, instruments, controllers, etc.) will use a binary representation, because circuits that switch between two states are easy to design and inexpensive to manufacture.