## Geometric Distribution Calculator

Calculate probabilities and percentiles for a geometric distribution.

**Frequently Asked Questions (FAQs):**

**What is a geometric distribution, and why is it important?**- A geometric distribution models the number of trials needed to achieve the first success in a sequence of independent Bernoulli trials. It's vital in probability theory for scenarios involving the likelihood of achieving success after a varying number of attempts.

**What is the formula for calculating geometric distribution probabilities?**- The formula for calculating the probability of achieving the first success on the
**k**-th trial, given a success probability of**p**, in a geometric distribution, is:

- Where
**k**is the trial number and**p**is the success probability.

- The formula for calculating the probability of achieving the first success on the
**How do I interpret geometric distribution probabilities?**- Geometric distribution probabilities provide the likelihood of achieving the first success on a specific trial. It's commonly used in scenarios where you're interested in the number of trials needed to achieve a particular outcome.