Math Snap

STEP 1

Assumptions1. The list of schools and their corresponding academic performance scores are given.
. Each score is considered as a separate entry.
3. The frequency table lists each score individually, not as a range or grouped data.

STEP 2

To find the number of rows the frequency table would have, we need to count the total number of scores.

STEP 3

Assume the list of schools and their scores is represented as a two-dimensional array, where each row represents a school and the corresponding scores.Let's denote this array as $A$.

STEP 4

We can calculate the total number of scores by summing the lengths of each row in the array.
$$Total\, scores = \sum_{i=1}^{n} length(A[i])$$where $n$ is the number of schools (rows in the array), and $length(A[i])$ is the number of scores for the $i$-th school.

The total number of scores equals the number of rows the frequency table would have, as each score is listed individually.
The final answer is the value calculated in4.