2. Press †
Ë
163
8
Ë
Í to store 7.1 to
Press
7
1
Í to store 90 to
Press
90
3. Press † to move the cursor onto
then press Í to calculate the new 99 percent
confidence interval. The results are displayed on
the home screen.
If the height distribution among a population of women is normally distributed with a mean m of
165.1 centimeters and a standard deviation s of 6.35 centimeters, what height is exceeded by only
5 percent of the women (the 95th percentile)?
4. Press ' to clear the home screen.
Press y = to display the
(distributions) menu.
5. Press
to open the
3
information as follows:
Press Ë
†
95
165
area, 165.1 is m, and 6.35 is s).
6. Press Í to paste the function and Í again
to calculate the result.
The result is displayed on the home screen; it shows that five percent of the women are taller than
175.5 centimeters.
Now graph and shade the top 5 percent of the population.
7. Press p and set the window variables to
these values.
Xmin=145
Ymin=
Xmax=185
Ymax=.08
Xscl=5
Yscl=0
Í to store 163.8 to v.
.
Sx
.
n
Calculate
DISTR
wizard. Enter the
invNorm(
Ë
†
Ë
† (95 is the
1
6
35
L
.02
Xres=1
Chapter 13: Inferential Statistics and Distributions
, and
217