Assignment 5 - Chapter 3 1. Add the following 8-bit unsigned binary numbers as shown: (3 points) a) 01110101 b) 00010101 c) 11101111 +00111011 +00110000 +01010001 2. Perform the following binary multiplications, assuming 8-bit unsigned integers: (3 points) a) 1100 b) 10101 c) 11010 X101 x 111 x 1100 3. Add the following 8-bit signed magnitude binary numbers: (3 points) a) 01100100 b) 01001110 c) 01001110 +0 0010100 +00101101 +01001111 4. Add the following 8-bit one's complement binary numbers: (3 points) a) 01000001 b) 10111110 c) 01111010 +00110000 +1 1001111 +11011001 5. Add the following 8-bit two's complement binary numbers: (3 points) a) 01000001 b) 01110110 c) 11011010 +00101110 +11010011 +11010011 6. Assuming 8-bit two's complement numbers, subtract the following using two's complement arithmetic: (3 points) a) 11000100 -00111011 b) 01011011 -00011111 c) 10101100 - 00100100 7. Perform the following binary multiplications using Booth's algorithm, assuming two's complement numbers: (3 points) 1011 x 1100 a) 1011 b) 0011 c) x 0101 x 1011 9. Subtract the following 8-bit unsigned binary numbers: (2 points) a) 10011101 b) 01010101 -00001111 - 00101010 Page 1 of 2