Exercise 3 [Two's Complement, 4 points] Assume that only 5 bits are available for representing integers, and signed integers are represented in 2's complement. Compute the value of the expression 9 a) + 9. Five-bit binary number 9: Five-bit binary number 9: Summing up: Decimal value 01001 01001 10010 -162-1 b) What is the largest value you can represent on 5 bits in 2's complement? c What is the smallest value you can represent on 5 bits in 2's complement? d) What is the smallest value you can represent on 5 bits in 1's complement? e) How is the decimal number 99 represented as an eight-bit binary number? f) What is the representation in hexadecimal notation of 99? ) How is 99 represented in 2's complement on 8 bits