A floating-point number system F is a subset of real numbers whose elements have the form:
$x=\pm(m/\beta^t)\beta^e$
base (beta), precision (t), and exponent range (emin and emax). The mantissa m and the exponent e are integers.
with $1\le m\le \beta^t$
what is the smallest positive integer does not belong in floating point system F?
could you please help?