For the following question, assume an IEEE-754 standard floating-point number with 6 bits of exponent and an exponent bias of -31, and 25 bits of mantissa: Due to PrairieLearn restrictions, please submit your answer as the full number. What is the smallest non-infinite positive integer (an integer has nothing to the right of the decimal) that this representation CANNOT represent? Hint: Think about how your floating-point value changes when you change the mantissa by 1.What power of 2 is the smal

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Eliminating Floating-Point? (Or getting around it)