Options NoNumber NoDate;
Data assignment4number6;
xbar = 53.87;
alpha = 0.05;
n=50;
s2 = 97.8121;
Proc Means NoPrint;
Output Out=Stat mean=xbar Var=s2 n=n;
Data assignment4number6;
t = tinv(1-alpha/2, (n-1));
sep = Sqrt(s2/n);
L1 = xbar - t*sep;
L2 = xbar + t*sep;
run;
Proc Print; Var t alpha sep L1 L2;
RUN;
I am trying to modify a program to get what I have here by hand. Any help is appreciated.
Options NoNumber NoDate;
Data assignment4number6;
xbar = 53.87;
alpha = 0.05;
n = 50;
s2 = 97.8121;
t = tinv(1-alpha/2, (n-1));
*t = 2.010;
sep = sqrt(s2/n);
L1 = xbar - t*sep;
L2 = xbar + t*sep;
format t alpha sep L1 L2 14.7;
run;
Proc Print data=assignment4number6;
Var t alpha sep L1 L2;
run;
/* end of program */
Koen
Options NoNumber NoDate;
Data assignment4number6;
xbar = 53.87;
alpha = 0.05;
var = 97.8121;
n = 50;
t = quantile('t',1-alpha/2, (n-1));
/*putlog t=;*/
stderr = sqrt(var/n);
L1 = xbar - t*stderr;
L2 = xbar + t*stderr;
output;
n = 100;
t = quantile('t',1-alpha/2, (n-1));
/*putlog t=;*/
stderr = sqrt(var/n);
L1 = xbar - t*stderr;
L2 = xbar + t*stderr;
output;
format t alpha stderr L1 L2 14.7;
run;
Proc Print data=assignment4number6;
Var n t alpha stderr L1 L2;
run;
I think the quantile feature is more recent and obviously more general (since you can put "all" distributions in it).
BR, Koen
April 27 – 30 | Gaylord Texan | Grapevine, Texas
Walk in ready to learn. Walk out ready to deliver. This is the data and AI conference you can't afford to miss.
Register now and save with the early bird rate—just $795!
ANOVA, or Analysis Of Variance, is used to compare the averages or means of two or more populations to better understand how they differ. Watch this tutorial for more.
Find more tutorials on the SAS Users YouTube channel.