Consider the case of a girl who was accused of cheating on a multiple choice test.On one of the questions, the numbers of students out of 88 choosing answers A,B,C,D, and E were as follows.

A B C D E

10 12 32 11 23

We estimate the probability that a given student would select a given answer by the proportion of the class that selected that answer. For example, the probability that a given student chooses answer A is estimated to be 10/88.

What is the estimated probability that she and her neighbor would get the same answer, assuming there was no cheating?