Question: (a) Convert 0.11 into base-2 and store the result in a 10-bit word of the following format: (b) Convert the stored number back into base-10,

(a) Convert 0.11 into base-2 and store the result in a

(a) Convert 0.11 into base-2 and store the result in a 10-bit word of the following format: (b) Convert the stored number back into base-10, and calculate the true percent relative error caused by the storage process. What is the smallest positive number that can be accurately stored in a 10-bit word of the same format as the one in Problem 2? The quantity 0.375 can be stored exactly in the 10-bit word from Problem 2. What is the next larger quantity that can be stored exactly in that 10-bit word? In other words, what is the smallest number greater than 0.375 that can be accurately stored in the 10-bit word of Problem 2

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