| Ankurk asks : Consider a floating point binary notation with 16 bits. From left to right, it consists of 1bit for the sign (0= "+"), e bits for the exponent represented in Excess 2e−1 and the remaining bits for the decimal part of the mantissa, normalized between 1 and 2 ( 1≤m<2 ). a) Calculate the minimum value emin of the exponent that allows us to write in the above notation, both the numbers r= -8147.31 and s= 0.103⋅10−6 |