bernouli distribution

statistics The probability of a boolean event happening (e.g. a coin flip).

Relates to binomial distribution, but is represtented as $p^x(1-p{)}^{1-x}$ which works out to simple $p$ for success or $1-p$ for failure.

The Binomial distribution is, under the hood, several “bernouli trials” (e.g. coin flips) aggregated.