For the next four parts of this question, create a table of answers with (a)-(b) across the top and the samples (123, −123, 140, −140) down the left side. Write the integer 123 (decimal) in binary using (a) unsigned binary, (b) two's complement, and (c) one's complement representation. If it is not possible, mark it so. • Write the integer -123 (decimal) in binary using (a) unsigned binary, (b) two's complement, and (c) one's complement representation. If it is not possible, mark it so.

Computer Networking: A Top-Down Approach (7th Edition)
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For the next four parts of this question, create a table of answers with (a)-(b) across the top and the samples
(123, 123, 140, -140) down the left side.
• Write the integer 123 (decimal) in binary using (a) unsigned binary, (b) two's complement, and (c) one's
complement representation. If it is not possible, mark it so.
• Write the integer -123 (decimal) in binary using (a) unsigned binary, (b) two's complement, and (c)
one's complement representation. If it is not possible, mark it so.
• Write the integer 140 (decimal) in binary using (a) unsigned binary, (b) two's complement, and (c) one's
complement representation. If it is not possible, mark it so.
• Write the integer -140 (decimal) in binary using (a) unsigned binary, (b) two's complement, and (c)
one's complement representation. If it is not possible, mark it so.
For the exceptional cases, explain why these answers are not possible.
Transcribed Image Text:For the next four parts of this question, create a table of answers with (a)-(b) across the top and the samples (123, 123, 140, -140) down the left side. • Write the integer 123 (decimal) in binary using (a) unsigned binary, (b) two's complement, and (c) one's complement representation. If it is not possible, mark it so. • Write the integer -123 (decimal) in binary using (a) unsigned binary, (b) two's complement, and (c) one's complement representation. If it is not possible, mark it so. • Write the integer 140 (decimal) in binary using (a) unsigned binary, (b) two's complement, and (c) one's complement representation. If it is not possible, mark it so. • Write the integer -140 (decimal) in binary using (a) unsigned binary, (b) two's complement, and (c) one's complement representation. If it is not possible, mark it so. For the exceptional cases, explain why these answers are not possible.
Expert Solution
Step 1 Introduction

In decimal to binary conversion, we can convert a base 10 number to a base 2 number by using the simple methods. For example, if 1210 is a decimal number then its equivalent binary number is 11002. Thus, it is easy to have the convert the given decimal number in to binary number by using simple tricks .The binary number system which is the base of all computing systems and operations. 

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