2. a) Perform the following subtraction operations by using 1's and 2's complements separately. Show the sign and magnitude of the result. (Numbers are unsigned). 1010 – 0111; 0110 – 1100 b) Perform the following operations first by representing the numbers in signed 2's complement form with 5 bits (1 bit for sign and 4 for magnitude) and then adding. Interpret the results in terms of sign and magnitude. 101 + 011; (-100) + 110; 1010 + 1100; (-1000) + (–1010) For cases where overflow occurs increase number of bits to 6 and repeat operations. Verify that this time result is correct. c) Represent the decimal numbers +310 and -540 in signed 10's complement form with 4 digits. Write BCD representation for each number. Add them by using BCD addition and write the actual magnitude and sign of the result as a decimal number.

Computer Networking: A Top-Down Approach (7th Edition)
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ISBN:9780133594140
Author:James Kurose, Keith Ross
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Chapter1: Computer Networks And The Internet
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2. a) Perform the following subtraction operations by using 1's and 2's complements
separately. Show the sign and magnitude of the result. (Numbers are unsigned).
1010 – 0111; 0110 – 1100
b) Perform the following operations first by representing the numbers in signed 2's
complement form with 5 bits (1 bit for sign and 4 for magnitude) and then adding.
Interpret the results in terms of sign and magnitude.
101 + 011;
(-100) + 110;
1010 + 1100;
(-1000) + (–1010)
For cases where overflow occurs increase number of bits to 6 and repeat operations.
Verify that this time result is correct.
c) Represent the decimal numbers +310 and -540 in signed 10's complement form with
4 digits. Write BCD representation for each number. Add them by using BCD addition
and write the actual magnitude and sign of the result as a decimal number.
Transcribed Image Text:2. a) Perform the following subtraction operations by using 1's and 2's complements separately. Show the sign and magnitude of the result. (Numbers are unsigned). 1010 – 0111; 0110 – 1100 b) Perform the following operations first by representing the numbers in signed 2's complement form with 5 bits (1 bit for sign and 4 for magnitude) and then adding. Interpret the results in terms of sign and magnitude. 101 + 011; (-100) + 110; 1010 + 1100; (-1000) + (–1010) For cases where overflow occurs increase number of bits to 6 and repeat operations. Verify that this time result is correct. c) Represent the decimal numbers +310 and -540 in signed 10's complement form with 4 digits. Write BCD representation for each number. Add them by using BCD addition and write the actual magnitude and sign of the result as a decimal number.
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