/*-----------------------------------------------------------------
S A S S A M P L E L I B R A R Y
NAME: pwrex02
TITLE: Documentation Example 2 for PROC POWER
(The Sawtooth Power Function in Proportion
Analyses)
PRODUCT: STAT
SYSTEM: ALL
KEYS: sample size
power analysis
binomial proportion
graphs
PROCS: POWER
DATA:
SUPPORT: John Castelloe
REF:
MISC:
-----------------------------------------------------------------*/
proc power;
onesamplefreq test=z method=normal
sides = 1
alpha = 0.05
nullproportion = 0.3
proportion = 0.2
ntotal = .
power = 0.8;
run;
proc power;
onesamplefreq test=adjz method=normal
sides = 1
alpha = 0.05
nullproportion = 0.3
proportion = 0.2
ntotal = .
power = 0.8;
run;
ods graphics on;
proc power plotonly;
onesamplefreq test=exact
sides = 1
alpha = 0.05
nullproportion = 0.3
proportion = 0.2
ntotal = 119
power = .;
plot x=n min=110 max=140 step=1
yopts=(ref=.8) xopts=(ref=119 129);
run;
proc power plotonly;
onesamplefreq test=exact
sides = 1
alpha = 0.05
nullproportion = 0.3
proportion = 0.18 0.2 0.22
ntotal = 119
power = .;
plot x=n min=110 max=140 step=1
yopts=(ref=.8) xopts=(ref=119 129);
run;
proc power plotonly;
ods output plotcontent=PlotData;
onesamplefreq test=exact
sides = 1
alpha = 0.05
nullproportion = 0.3
proportion = 0.2
ntotal = 119
power = .;
plot x=n min=110 max=140 step=1
yopts=(ref=.8) xopts=(ref=119 129);
run;
proc print data=PlotData;
var NTotal LowerCritVal Alpha Power;
run;
proc power plotonly;
onesamplefreq test=exact
sides = 1
alpha = 0.05
nullproportion = 0.2
proportion = 0.3
ntotal = 119
power = .;
plot x=n min=110 max=140 step=1;
run;
proc power plotonly;
onesamplefreq test=exact
sides = 2
alpha = 0.2
nullproportion = 0.1
proportion = 0.09
ntotal = 10
power = .;
plot x=n min=2 max=100 step=1;
run;
ods graphics off;