What are the exact values of the machine epsilon M , of the unit roundoff u, of the smallest and largest positive normalized floating-point numbers qmin and qmax, and of the largest representable integer M such that any integer i satisfying 0 i M is represented exactly, for IEEE double precision arithmetic which uses rounding and whose parameters are b = 2, p = 53, emin = 1022, emax = 1023? Give your results in base 10 with at least 15 correct significant digits