If a set of exam scores forms a symmetrical distribution, what can you conclude about the students scores?

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Multiple Choice

If a set of exam scores forms a symmetrical distribution, what can you conclude about the students scores?

Explanation:
Symmetry means the scores are balanced around a central value, so the data split into two roughly equal halves. In a symmetric distribution, about half of the scores lie above the center (higher scores) and about half lie below it (lower scores). This makes it reasonable to say that about 50% had high scores and the rest had low scores. There isn’t a leaning toward mostly high or mostly low, and you can’t draw conclusions beyond this balanced split around the center.

Symmetry means the scores are balanced around a central value, so the data split into two roughly equal halves. In a symmetric distribution, about half of the scores lie above the center (higher scores) and about half lie below it (lower scores). This makes it reasonable to say that about 50% had high scores and the rest had low scores. There isn’t a leaning toward mostly high or mostly low, and you can’t draw conclusions beyond this balanced split around the center.

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