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
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