Hunter school has a kindergarten and grades 1 through 6. there are 2 kindergarten and 2 classes in each grade. If the maximum class size is 25, what is the greatest number of students that could be in the school?

7 * 2 * 25 = ?

430

430

430

To find the greatest number of students that could be in the school, we need to calculate the capacity of each grade level, including the kindergarten classes.

For the kindergarten classes, we have 2 classes, and each class can have a maximum size of 25 students. So, the total capacity for the kindergarten would be 2 classes * 25 students = 50 students.

For grades 1 through 6, we have 2 classes in each grade level. Since the maximum class size is 25 students, the total capacity for each grade level would be 2 classes * 25 students = 50 students.

To find the total capacity of the school, we need to sum up the capacities of all grade levels and the kindergarten classes.

Total capacity = (Kindergarten capacity) + (Grade 1 capacity) + (Grade 2 capacity) + ... + (Grade 6 capacity)

Total capacity = 50 students (Kindergarten) + (50 students * 6 grade levels)

Total capacity = 50 students + 300 students

Total capacity = 350 students

Therefore, the greatest number of students that could be in the school is 350 students.