A Hypothetical floating-point number that is stored as binary has 12 bits for the mantissa, 10 bits for exponent and one sign of number bit and one sign of exponent bit. Find (i) The nearest zero value (ii) minimum possible value of ∆x. ∆x is the difference between two consecutive representable values of a floating-point number. Sample Answer Format: {0.1111111111111}*2^{-1111}. The format indicates that binary values are written within 2nd brackets.
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