1. Two's complement notation really shows its value in binary addition, where positive and negative quantities may be handled with equal ease. Add the following byte-long (8 bit) two's complement numbers together, and then convert all binary quantities into decimal form to verify the accuracy of the addition: (show Work) a. 00110101 +00001100 00001010 +10010101 01110110 +00000010 11111110 +11011101 00111101 +11111011 11111110 +11111101

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
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1. Two's complement notation really shows its value in binary addition, where
positive and negative quantities may be handled with equal ease. Add the
following byte-long (8 bit) two's complement numbers together, and then
convert all binary quantities into decimal form to verify the accuracy of the
addition: (show Work)
a.
00110101
+00001100
00001010
+10010101
01110110
+00000010
11111110
+11011101
00111101
+11111011
11111110
+11111101
Transcribed Image Text:1. Two's complement notation really shows its value in binary addition, where positive and negative quantities may be handled with equal ease. Add the following byte-long (8 bit) two's complement numbers together, and then convert all binary quantities into decimal form to verify the accuracy of the addition: (show Work) a. 00110101 +00001100 00001010 +10010101 01110110 +00000010 11111110 +11011101 00111101 +11111011 11111110 +11111101
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