Triangular Distribution Median Calculator
Calculate the median of a Triangular distribution defined by minimum \( a \), mode \( c \), and maximum \( b \).
* Enter values such that \( a \leq c \leq b \).
The median \( m \) is given by:
If \( c \ge \frac{a+b}{2} \):
$$ m = a + \sqrt{0.5\,(b-a)(c-a)}; $$
If \( c < \frac{a+b}{2} \):
$$ m = b - \sqrt{0.5\,(b-a)(b-c)}. $$
Step 1: Enter Parameters
e.g., 0
e.g., 5 (must satisfy \( a \le c \le b \))
e.g., 10