Determine which score corresponds to the higher relative position.
-Data set: $$6\quad3\quad21\quad15\quad6\quad15\quad30\quad27\quad33\quad9\quad3\quad30\quad18\quad3\quad30 \text {; }$$ data point 21
A)35
B)70
C)52
D)60

Question

Quizplus · Accepted Answer

The relative position of a score is determined by its percentile rank. To find the percentile rank of 21 in the given data set, we calculate the number of data points less than 21, which is 8 out of 15. The percentile rank is (8/15)*100 = 53.33. Among the given choices, 60 is the closest to this percentile rank.

Determine Which Score Corresponds to the Higher Relative Position 632115615302733933018330; 6\quad3\quad21\quad15\quad6\quad15\quad30\quad27\quad33\quad9\quad3\quad30\quad18\quad3\quad30 \text {; }632115615302733933018330;

Determine Which Score Corresponds to the Higher Relative Position $6\quad3\quad21\quad15\quad6\quad15\quad30\quad27\quad33\quad9\quad3\quad30\quad18\quad3\quad30 \text {; }$