For Standard Normal Distribution Quartiles Are Equidistant from?

In Normal distribution the quartiles are equidistant from. median. mode.

How do you find the quartiles of a standard normal distribution?

Quartiles: The first and third quartiles can be found using the mean µ and the standard deviation σ. Q1 = µ − (. 675)σ and Q3 = µ + (. 675)σ.

For which distribution the first and third quartiles are equidistant?

X = M = Z. The curve obtained from such a distribution is symmetrical about the Mean, which implies that the number of cases above the Mean and below the Mean are equal. The first, and the third quartiles are equidistant from the Median of such a distribution. This Means (Q₃ – M) = (M – Q₁).