For Part B, implement a simplification of the following expression using the rules explained in class (using gates, not transistors): but_0 = ( (in_0)(in_1)(in_2) + (in_0) (in_1)(in_2) + (in_0)(in_1)(in_2) + (in_0) (in_1)(in_2) +(in_0) (in_1)(in_2) (in_0) (in_1)(in_2) + (in_0)(in_1)(in_2)

Computer Networking: A Top-Down Approach (7th Edition)
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ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
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Truth Table for Logic Gates

For Part B, implement a simplification of the following expression using the rules
explained in class (using gates, not transistors):
out_0 = ( (in_0)(in_1)(in_2) + (in_0) (in_1)(in_2) + (in_0)(in_1)(in_2) + (in_0) (in_1)(in_2) +(in_0) (in_1)(in_2) )((in_0) (in_1)(in_2) + (in_0)(in_1)(in_2)
Transcribed Image Text:For Part B, implement a simplification of the following expression using the rules explained in class (using gates, not transistors): out_0 = ( (in_0)(in_1)(in_2) + (in_0) (in_1)(in_2) + (in_0)(in_1)(in_2) + (in_0) (in_1)(in_2) +(in_0) (in_1)(in_2) )((in_0) (in_1)(in_2) + (in_0)(in_1)(in_2)
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