Final answer:
The smallest value, largest value, median, and quartiles for two sets of test scores are calculated using the given data. The percentage of data between different values is also determined.
Step-by-step explanation:
The smallest value for Mr. Ramirez's class is 32 and the largest value is 99. The median is the middle value when the data is arranged in ascending order, which in this case is 77. The first quartile is 56.5 and the third quartile is 86.
For Ms. Park's class, the smallest value is 25.5 and the largest value is 98. The median is 81, the first quartile is 76.5, and the third quartile is 89.
The percentage of data between the smallest value and the first quartile is 25%, between the first quartile and the median is 25%, between the median and the third quartile is 25%, and between the third quartile and the largest value is 25%. The percentage of data between the first quartile and the largest value is 75%.