SAS Institute A00-280 - Clinical Trials Programming Using SAS 9 Exam
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Total 99 questions
Question #11 (Topic: )
The following SAS program is submitted:
You want to store all calculated means and standard deviations in one SAS data set.
Which statement must be added to the program?
You want to store all calculated means and standard deviations in one SAS data set.
Which statement must be added to the program?
A. output mean std;
B. ods output mean=m1 m2 std=s1 s2;
C. output out=WORK.RESULTS mean=m1 m2 std=s1 s2;
D. ods output out=WORK.RESULTS mean=m1 m2 std=s1 s2;
Answer: C
Question #12 (Topic: )
Which program will report all created output objects in the log?
A. proc ttest data=WORK.DATA1 ods=trace; class TREAT; var RESULTS; run;
B. ods trace on; proc ttest data=WORK.DATA1; class TREAT; var RESULTS; run;
C. ods trace=log; proc ttest data=WORK.DATA1; class TREAT; var RESULTS; run;
D. ods trace log; proc ttest data=WORK.DATA1; class TREAT; var RESULTS; run;
Answer: B
Question #13 (Topic: )
Review the following procedure format:
What is the required type of data for the variable in this procedure?
What is the required type of data for the variable in this procedure?
A. Character
B. Continuous
C. Categorical
D. Treatment
Answer: B
Question #14 (Topic: )
The following output is displayed:
Which SAS program created this output?
Which SAS program created this output?
A. proc freq data=WORK.TESTDATA; tables gender * answer / nocol norow nopercent; run;
B. proc freq data=WORK.TESTDATA; tables answer * gender / nocol norow nopercent; run;
C. proc freq data=WORK.TESTDATA; tables gender * answer / nocol norow nopercent missing; run;
D. proc freq data=WORK.TESTDATA; tables answer * gender / nocol norow nopercent missing; run;
Answer: A
Question #15 (Topic: )
You want 90% confidence limits for a binomial proportion from a one-way table with PROC
FREQ. Which option must you add to the TABLES statement?
FREQ. Which option must you add to the TABLES statement?
A. BINOMIAL
B. BINOMIAL ALPHA=0.9
C. BINOMIAL ALPHA=90
D. BINOMIAL ALPHA=0.1
Answer: D