Uniform Distribution Inverse CDF Calculator

Uniform Distribution Inverse CDF Calculator

For a uniform distribution over the interval \([a, b]\), the inverse CDF (quantile function) is: $$ Q(p; a, b)=a+p\,(b-a), \quad 0 \le p \le 1. $$

* Enter the minimum value \(a\), maximum value \(b\) (with \(a

Step 1: Enter Parameters

e.g., 0

e.g., 10 (must be greater than \(a\))

e.g., 0.5 ( \(0 \le p \le 1\) )

Formula: $$ Q(p; a, b)=a+p\,(b-a), \quad 0 \le p \le 1. $$

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