(Solved): 1. Perform the following calculation in 8 bit two's complement. Show the steps of your work carries ...

1. Perform the following calculation in 8 bit two's complement. Show the steps of your work carries and sums). Additionally, indicate for each: 1) whether there was a carry out of one and 2) whether there was overflow. a. 28-25 b. 58 -20 c. 105 +45 d.-12-4 2. According to IEEE 754 standard, floating point is 32 bit representation with the following fields: • 1 bit sign • 8 bit exponent (excess 127) • 23 bit mantissa a. Convert the following base 10 floating number into to IEEE 754 standard floating representation. Show the steps of your work. 8.0 -3.5 -12.75 b. Convert the following floating point number (IEEE 754) into its base 10 equivalent. Show the steps of your work. 0 100000010000000 00000000 01001011 1100000000000000 00000000 00111001 c. Show the computer representation of the largest number that can be represented using this format. 3. Bit operations a. Get the results of bit right shifting >>) for base 10 number 192: 192 >> 1 192 >> 2 192 >> 3 192 >> 4 b. Get the results of bit left shifting (<<) for base 10 number 8: CO CO COCO î î Show transcribed image text 1. Perform the following calculation in 8 bit two's complement. Show the steps of your work carries and sums). Additionally, indicate for each: 1) whether there was a carry out of one and 2) whether there was overflow. a. 28-25 b. 58 -20 c. 105 +45 d.-12-4 2. According to IEEE 754 standard, floating point is 32 bit representation with the following fields: • 1 bit sign • 8 bit exponent (excess 127) • 23 bit mantissa a. Convert the following base 10 floating number into to IEEE 754 standard floating representation. Show the steps of your work. 8.0 -3.5 -12.75
b. Convert the following floating point number (IEEE 754) into its base 10 equivalent. Show the steps of your work. 0 100000010000000 00000000 01001011 1100000000000000 00000000 00111001 c. Show the computer representation of the largest number that can be represented using this format. 3. Bit operations a. Get the results of bit right shifting >>) for base 10 number 192: 192 >> 1 192 >> 2 192 >> 3 192 >> 4 b. Get the results of bit left shifting (