Design a 1-bit adder, using AND, OR and NOT gates, using equations for the Sum and Carry-out(see notes). The Adder will have two circuits. One circuit will produce the Sum and the other the Carry-out. Design each separately. The equation for the Sum is: Sum = X’Y’Carry-in + X’YCarry-in’ + XY’Carry-in’+ XYCarry-in You will have to generate the equation for the Carry-out from the Truth Table given in the lecture notes. It is similar to the Sum equation. Validate your Carry-out design by applying the range of all input values i.e. 000 to 111 and displaying the output. Screen Capture the output response for each input and include them in your submission.
Design a 1-bit adder, using AND, OR and NOT gates, using equations for the Sum and Carry-out(see notes). The Adder will have two circuits. One circuit will produce the Sum and the other the Carry-out. Design each separately. The equation for the Sum is: Sum = X’Y’Carry-in + X’YCarry-in’ + XY’Carry-in’+ XYCarry-in You will have to generate the equation for the Carry-out from the Truth Table given in the lecture notes. It is similar to the Sum equation. Validate your Carry-out design by applying the range of all input values i.e. 000 to 111 and displaying the output. Screen Capture the output response for each input and include them in your submission.
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Design a 1-bit adder, using AND, OR and NOT gates, using equations for the Sum and Carry-out(see notes). The Adder will have two circuits. One circuit will produce the Sum and the other the Carry-out. Design each separately.
The equation for the Sum is:
Sum = X’Y’Carry-in + X’YCarry-in’ + XY’Carry-in’+ XYCarry-in
You will have to generate the equation for the Carry-out from the Truth Table given in the lecture notes. It is similar to the Sum equation.
Validate your Carry-out design by applying the range of all input values i.e. 000 to 111 and displaying the output. Screen Capture the output response for each input and include them in your submission.
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