Final answer:
The 80th percentile indicates the highest relative position, which means the score is higher than 80% of other scores in the set. The correct option is a) 80th percentile
Step-by-step explanation:
The score that indicates the highest relative position is the 80th percentile. The percentiles indicate the relative standing of a score within a group. The higher the percentile, the higher the score ranks compared to the others.
For example, being in the 80th percentile means that the score is higher than 80% of the other scores. Similarly, being in the 60th percentile means the score is higher than 60% of the other scores, and so on.
Therefore, an 80th percentile rank is a higher relative position than the 60th, 40th, or 20th percentile, indicating that this score is above a larger proportion of the other scores in the set.
The score that indicates the highest relative position is the 80th percentile.
To determine this, we compare the percentile ranks. The higher the percentile rank, the higher the relative position compared to the other scores.
In this case, the 80th percentile is higher than the 60th percentile, 40th percentile, and 20th percentile.
The correct option is a) 80th percentile