Questions: If the second exam scores in our class were normally distributed and the average exam score was 78, what would be the median?

Transcript text: If the second exam scores in our class were normally distributed and the average exam score was 78, what would be the median?

Solution

Solution Steps

Step 1: Understanding the Distribution

Given that the second exam scores in our class are normally distributed, we know that for a normal distribution, the mean (\( \mu \)), median, and mode are all equal.

Step 2: Identifying the Mean

The average exam score provided is \( \mu = 78 \).

Step 3: Determining the Median

Since the mean and median are equal in a normal distribution, we conclude that the median exam score is also \( 78 \).

Final Answer

Thus, the median exam score is \\(\boxed{78}\\).

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