Find -13+ -5 using 8-bit 1's complement. 11101101 O-11101100 O 11111010 O-11110010 O None of these 4
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- Which even-parity code is in error?(a) 11000110 (b) 00101000 (c) 10101010 (d) 111110110:-0 ZVY The 2s complement of 623 is: None of them 01110010001 10010010 01 10110010001 The Equivalent in binary of the decimal 151 will be * 01110111 10011010 10010111 None of themPerform the binary subtraction 1111 - 10110 using 7-bit 2's complement. -0000111 0000111 1111001 -0000110 O None of these
- Express -73.75 in 12-bit 2's complement form.Find the following differences using twos complement arithmetic: a. 001000 – 110111b. 10100101 – 011110c. 100100001011 – 101010110011d. 10011011 – 10100101Binary to Power-of-Two Bases Convert 1001 0110 1101 1100 to hexadecimal. Convert 1001 0110 1101 1100 to octal (recall that octal is base 8, so use groups of 3 bits).
- II. Find the differences using 2s complement. Use 11-bit. 1. 63910 2. 82610 - 71010 - 99010 III. Find the difference using 16s complement. 1. 29E73 2. 6A074 - 18BC7 C2985Perform the following operations on 8-bit two’s complement numbers and indicate possible overflow 10110100 – 01110110 00111000 + 11001100 10001011 + 01110101 01110100 – 10001010Convert the following one's complement signed 8-bit numbers into decimal. Be sure to show all of your work. (a) (0000 1010) 2 (b) (1111 1010) 2 (c) (0111 1010) 2 (d) (1111 1111) 2