Question: In this problem we are creating fixed-point 2's complement real number representations. A. If the largest and smallest numbers we need to be able to

In this problem we are creating fixed-point 2's complement real number representations. A. If the largest and smallest numbers we need to be able to represent are +11 and -11 and we must use exactly 8 bits, how many of those 8 bits will be used to represent the integer portion of the number? Why? What is the smallest possible positive number I could represent with this representation? B. If the largest and smallest numbers we need to be able to represent are +7 and -7 and we must and we need a step size (precision) of 0.25, what number of bits does our representation need? Why

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