Design a circuit that accepts a 4-bit number N and route it to one of two outputs as follows by describing the connection between the data bit (D3D2D1D0) and the select input: If N is POSITIVE/EVEN it will go to a 4-bit output called POSITIVE/EVEN. If N is NEGATIVE/EVEN it will go to a 4-bit output called NEGATIVE/EVEN If N is POSITIVE/ODD it will go to a 4-bit output called POSITIVE/ODD. If N is NEGATIVE/ODD it will go to a 4-bit output called NEGATIVE/ODD POSITIVE /EVEN NEGATIVE /EVEN POSITIVE /ODD NEGATIVE /ODD d3d2dld0 select D3, DO connect to select D2, D1 connect to select D3, D2 connect to select O D1, DO connect to select

Design a circuit that accepts a 4-bit number N and route it to one of two outputs as follows by describing the connection between the data bit (D3D2D1D0) and the select input: If N is POSITIVE/EVEN it will go to a 4-bit output called POSITIVE/EVEN. If N is NEGATIVE/EVEN it will go to a 4-bit output called NEGATIVE/EVEN If N is POSITIVE/ODD it will go to a 4-bit output called POSITIVE/ODD. If N is NEGATIVE/ODD it will go to a 4-bit output called NEGATIVE/ODD POSITIVE /EVEN NEGATIVE /EVEN POSITIVE /ODD NEGATIVE /ODD d3d2dld0 select D3, DO connect to select D2, D1 connect to select D3, D2 connect to select O D1, DO connect to select

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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Design a combinatorial circuit that will be able to detect prime numbers given as input in binary. The input to the system will be any 4 bit binary number. The output of the circuit should be a single bit that will be 1 (high) if the input is a prime number and 0 (low) if the input is not a prime number. For example, if the input to the circuit is 0101 the output should be 1. Again if the input is 1010, the output should be 0.
Design a combinatorial circuit that looks at its BCD input and its output is true when the input combination is divisible by 3 (0 is considered divisible by 3). (Note: In BCD 0—9 are valid No. 10—15 are don’t care No) Construct the truth table for the valid BCD No. Assume that the 4-bit input binary number is A, B, C, D and the output is F. Obtain simplified expression for the output f in SOP form using K-Map. Draw logic diagram for the simplified expression of the function Simulate your logic diagram using dataflow coding and Modelsim software to verify that your design works correctly according to specifications. Show your simulation. Implement your logic diagram using gates on Multisim software also.
TOPIC: Design, Implementation, and simulation of Combinational circuits using K- Map. Design a combinatorial circuit that looks at its BCD input and its output is true when the input combination is divisible by 3 (0 is considered divisible by 3). (Note: In BCD 0—9 are valid No. 10—15 are don’t care No) Construct the truth table for the valid BCD No. Assume that the 4-bit input binary number is A, B, C, D, and the output is F. Obtain a simplified expression for the output f in SOP form using K-Map. Draw the logic diagram for the simplified expression of the function Simulate your logic diagram using dataflow coding and Modelsim software to verify that your design works correctly according to specifications. Show your simulation with snapshots of the stimulation. Implement your logic diagram using gates on Multisim software as well.
You will be creating an Adder/Subtractor, which can toggle between which of the two operations it is doing. Consider the fact that you have an existing component which can do 4-bit addition, and suppose that you want to be able to do A - B for some numbers A and B. Using what you’ve learned about Two’s Complement, you should know that A-B is the same as A + (-B).In Two’s complement, -B is the result of inverting B, and adding 1. In order to invert B, you can’t just use NOT gates, because you need to be able to turn on/off the inversion(since you want to use the same circuit for both addition and subtraction). In order to be able to toggle between inverting B(while subtracting) and using B as it is (while adding), you will need a component that works like the table below: INV A Q 0 0 0 0 1 1 1 0 1 1 1 0 When INV is 0, then Q just outputs whatever A is and when INV is 1, then Q outputs NOT A, which you should be able to see from the table.…
Please answer fast for like. Building a Signed Multiplier CircuitOn to the 4 x 4 signed multiplier circuit! This will multiply two signed 4-bit binary numbers andget an 8-bit signed output. For this circuit, you will use the 4-bit adder FA_4, and the 4-bitmultiplexer MUX_4. The algorithm for the 4 x 4 multiplier is to first add, and then shift that willaccumulate partial products. Note that here are no clocks! You will use two FA_4 adders tomake an 8-bit adder. The algorithm is to move from the LSB to the MSB of the multiplier, notethat if the bit is 1 the multiplicand is entered, if the bit is 0 all 0’s are entered. Partial sums areformed from the 2nd partial multiplication through the 4th multiplication. Also, for themultiplication of 2 4-bit numbers, the solution may be as many as 8-bits.
Hi there! Please solve following three problems with circuit on below: 1. Design a circuit that take a 4 bit number on the input and make a 4 bit number that is the 2’s compliment of the number for the output? Show truth table, equations, circuits 2. Design a 3-bit full adder circuit using the adder circuits given in Lecture (using XOR). The circuit will take two a 3 bit numbers (X and Y) on the input and make (output) one 3 bit number that is the sum of the two input numbers? 3. Design a full subtractor circuit using the full adder circuit given in Lecture and only adding NOT gates. Show the equations?
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) Design the following combinational circuits.(b) Takes 3-bit input and outputs 1 when the number of 1's in theinput number is smaller than the number of 0's.(c) Takes 3-bit input such that when the input is 0,1,2,3 then theoutput is plus 1 and in other cases minus 1 of the input.(d) Takes a BCD number as an input and outputs 3 times of theinput in BCD form.
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