
162 ◾ Transportation Statistics and Microsimulation
how close the estimated dierence is relative to its standard error. e
estimated dierence
has an estimated standard error of
SE PP
PP
n
PP
n
(
ˆˆ
)
ˆ
(
ˆ
)
ˆ
(
ˆ
)
12
11
1
22
2
11
−=
−
+
−
..
(9.8)
us, we test the hypotheses:
using a generalization of the single population approach. We use the
test statistic
(9.9)
and reject
if it is greater than
. Otherwise, we do not reject
.
As before, we can also use a condence interval to test the same hypoth-
esis, and once again, it provides more information than the hypothesis
test. e corresponding condence ...