only x will not be an integer: the appropriate value
of
x is
x
= lg 2
100
= 100 lg2. We then have
k-l$x<k,
which means that k -1 is the largest integer not exceeding
x.
Mathematicians have a name for this: it is the
integer part
or
floor
of
x,
and it is denoted by L x
J.
We can also say that we obtain k by rounding x down to the
next integer. There is also a name
for the number obtained by rounding x up to the next integer: it is called the
ceiling
of
x, and denoted by I x
l·
Using
any
scientific
calculator
(or table
of ...
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