Answer:
8/27.
Explanation:
To find out which class had the greatest fraction of students who preferred vanilla ice cream, we need to compare the ratios of students who preferred vanilla to the total number of students in each class.
For second period class:
Number of students who preferred vanilla = 725
Total number of students = unknown
Ratio of students who preferred vanilla to total number of students = unknown/unknown = undefined
For fourth period class:
Number of students who preferred vanilla = 8
Total number of students = 27
Ratio of students who preferred vanilla to total number of students = 8/27
For sixth period class:
Number of students who preferred vanilla = 30% of total number of students
Total number of students = unknown
Ratio of students who preferred vanilla to total number of students = 0.3*unknown/unknown = 0.3
Therefore, the fourth period class had the greatest fraction of students who preferred vanilla ice cream, with a ratio of 8/27.