Question: Perform binary addition on these binary numbers... 1000110 + 10100101 => 1000 + 1001100 => 11 + 1101010 => Perform binary subtraction on these binary

Perform binary addition on these binary numbers... 1000110 + 10100101 => 1000 + 1001100 => 11 + 1101010 => Perform binary subtraction on these binary numbers. Assume 8 bit two's complement representation. 11101101 - 10010000 => 10101011 - 100000 => 1011010 - 111010 => Negate the binary numbers shown. Assume 8 bit two's complement representation... - 1100110 => - 110101 => - 11101 => Convert the following numbers between the given bases hexadecimal 35 : decimal octal 46 : hexadecimal octal 140 : decima 2 Using twos complement: What is the smallest and the largest number that you can represent with an 8-bit signed number? How many values are there in this range? Why is the absolute value of the endpoints in the range different? 2.Briefly discuss why twos complement notation is necessary when working with binary numbers. Marking Rubric: Not attempted: 0 marks; Partially completed: 1 mark; Fully completed: 2 marks

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