Cauchy Distribution Inverse CDF Calculator
Calculate the quantile (inverse CDF) for a Cauchy distribution: $$ x = x_0 + \gamma \tan\Bigl(\pi\Bigl(p-\frac{1}{2}\Bigr)\Bigr) $$
* Enter a probability \( p \) (0 < p < 1), location \( x_0 \), and scale \( \gamma \) (γ > 0).
Step 1: Enter Parameters
e.g., 0.5 (0 < p < 1)
e.g., 0
e.g., 1 (γ must be > 0)