Design a 3- bit combinational circuit 2's complement. i.e (The output generates the 2's complement of the input).
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A: Step bye step explanation is in given below.
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- Design a circuit that uses 4-bit full adders and AND gates. Given two 8-bit signed 2s-complement numbers A and B and a binary input signal M, your circuit should produce an 8-bit signed 2s-complement result R, as follows: if (M == 0) R = A; else R = A + B + 1;Build a circuit that implements the 1’s complement number system using encoder(s) and decoder(s).Design a circuit using a Multiplexer, (((USING A MULTIPLEXER NOT A DECODER))) that has two inputs X, and S, where X represents an 8-bit BCD number,S is a sign bit. The circuit has one output Y, which is the Binary representation of thesigned-magnitude BCD number. A negative output is represented in the Binary 2’scomplement form.
- Design a combinational circuit that accepts a 4-bit number and generates abinary number output that approximates the square root of the number. Forexample, if the square root is 3.5 or larger, give a result of 4. If the squareroot is <3.5 and >= 2.5, give a result of 3. Use K-maps to simplify the circuit.Draw the circuit._____________ is a combinational circuit requires two 1-bit inputs.Create a 1-bit adder circuit. It has three 1-bit inputs: a, b, and carry_in, and two 1-but outputs: result and carry_out. Has the following gates: AND, OR, NOT gates
- Design a combinational circuit that accepts a 4-bit number and generates a 3-bit binary number outputDesign a combinational circuit that multiplies two unsigned 2-bit numbers, A1 A0 and B1 B0to produce a 4-bit product C3 C2 C1 C0.Design a combinational circuit of 3-bit two's complement. Also, find the output function of the 4-bit two's complement.
- Draw a 4-bit decrement circuit (subtracts 1 (i.e., z = x − 1)) that does not use not gates.It is desired to design a circuit to multiply the signed 3-bit number A with the signed 3-bit number B. How many bits should be the output of this circuit to be designed?Find the maxterm expansion of the truth table and develop a digital circuit that works with the given truth table.