The correct answers are B and E.
B. Her mean test score was higher during Semester 1 than Semester 2. The mean test score for Semester 1 is (65+80+93+92+92+95)/6 = 86, while the mean test score for Semester 2 is (90+93+88+90+95+92)/6 = 91. Therefore, the mean test score for Semester 1 is higher than Semester 2.
E. Her median test score was higher during Semester 2 than Semester 1. The median test score for Semester 1 is 92, while the median test score for Semester 2 is 92. Therefore, the median test score for Semester 2 is equal to the median test score for Semester 1.
Catherine kept track of her math test scores for the first and second semesters. She organized her data into the following table.
,begin bold,Test Scores,end bold, Test 1 Test 2 Test 3 Test 4 Test 5 Test 6
Semester 1 65 80 93 92 92 95
Semester 2 90 93 88 90 95 92
Question
Click on ,begin emphasis,two,end emphasis, true statements about Catherine's test scores.
Answer options with 5 options
A.
Her mean test scores were the same for both semesters.
B.
Her mean test score was higher during Semester 1 than Semester 2.
C.
Her mean test score was higher during Semester 2 than Semester 1.
D.
Her median test score was higher during Semester 1 than Semester 2.
E.
Her median test score was higher during Semester 2 than Semester 1.
1 answer