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3 votes
If the mean of a symmetrical distribution is 275, which of the following values could be the median of the distribution ?

A.215
B.305
C.275
D.245

1 Answer

6 votes

Answer: C.275

Explanation:

A symmeterical distribution forms when the values of attributes occur on regular frequencies and the mean, median and mode positioned on the same point on the graph.

We know that

Mean = Median = Mode

It is also known as a Normal distribution.

Given : The mean of a symmetrical distribution is 275.

Then , the median and mode of symmetrical distribution would be the same as 275.

Thus , the value could be the median of the distribution = 275

Hence, the correct answer is C.275.