suppose you take a standardized test and you are in the 14th percentile. what does this percentile mean?\n…

suppose you take a standardized test and you are in the 14th percentile. what does this percentile mean?\n- you scored 14% higher than the class average\n- 14% of the scores were higher than your score\n- you scored 14% lower than the class average\n- 14% of the scores were your score or lower\n\ncan you say that you failed the test?\n- it depends on how the rest of the class scored. if scores were really high, it is possible that i got a passing score\n- yes, since 14% is below 60%\n- it depends on how the rest of the class scored. if scores were really low on this exam, it is possible that i got a passing score\n- no, since you scored 14% above the class average\n- no, since 14% is below 60%
Answer
Brief Explanations:
The $n$th percentile means that $n%$ of the data values are at or below that value. So the 14th percentile implies 14% of the scores were your score or lower. Whether you failed depends on the overall performance of the class. If the class - wide scores were low, a 14th - percentile score could still be a passing score.
Answer:
- 14% of the scores were your score or lower
- It depends on how the rest of the class scored. If scores were really low on this exam, it is possible that I got a passing score