Suppose I have the following SAS data set
data have;
input id$ x1 x2 x3;
datalines;
1 10 5 15
2 15 10 7
3 12 10 9
4 14 15 10
;
run;
I would like to calculate the geometric mean, geometric coefficient of variation (formula is 100*(exp(ASD^2)-1)^0.5
ASD is the arithmetic SD of log-transformed data.) of each variable x1
, x2
, and x3
. How can I perform these operations?
As I am completely new in SAS, I would appreciate your support.
*Compute log value of x1, x2, x3;
data tab1;
set have;
logx1=log(x1);
logx2=log(x2);
logx3=log(x3);
run;
*Compute SD of logx1, logx2, logx3;
proc means data=tab1 noprint;
var logx1-logx3;
output out=tab2 n=n1-n3 std=std1-std3;
run;
*Compute logcv using formula;
data tab3;
set tab2;
logcv1=100*(exp(std1**2)-1)**0.5;
logcv2=100*(exp(std2**2)-1)**0.5;
logcv3=100*(exp(std3**2)-1)**0.5;
putlog 'NOTE: ' logcv1= logcv2= logcv3=;
run;
The result is show in log window:
NOTE: logcv1=18.155613536 logcv2=48.09165987 logcv3=32.538955751
It not much diffcult to do caculation in SAS, just try to do it step by step and you will get it.