Suppose that the distance to a certain store (i.e., X) from your home follow a NORMAL probability distribution.

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Suppose that the distance to a certain store (i.e., X) from your home follow a NORMAL probability distribution.

A.
X is an integer number and can be considered as a discrete random variable.

B.
X is a real number and should be considered as a continuous random variable.

C.
The standard deviation of X can be assumed to be a negative real number.

D.
The standard deviation of X can be assumed to be a negative integer number.

E.
The probability of “X=2 miles” may be equal to 0.1.

F.
None of the above.

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