In a class of 28 sixth graders, all but one of the students are 12 years old. Which two measurements are the same for the students ages? What are those measurements.
In terms of measures of central tendency, the mode and median will be the same.
Nonr
To determine the two measurements that are the same for the students' ages, we first need to find the age that is common among all except one student.
Given that all but one student are 12 years old, we can conclude that 12 is the common age of most students in the class.
To find the second measurement, we need to identify a specific attribute we can measure for the students' ages. However, without additional information, we cannot determine another measurement that would be the same for all students' ages. It could be, for example, the month or day they were born, but this information is not provided.
Therefore, the only identified measurement that is the same for the students' ages is their age in years, which is 12.
To find the measurements that are the same for the students' ages, we need to determine the measurements that they all have in common. In this case, the measurements are the ages of the students. We know that all but one of the students are 12 years old, so the common measurement is 12.
Therefore, the measurement that is the same for the ages of all the students is 12 years old.