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Geometric Distribution in the Probability context. In each of these situations, the geometric distribution provides a way to model the probability of observing a specific number of trials until the first success occurs, based on the underlying probability of success on each trial. This can be useful for making predictions, designing experiments or systems, and assessing the reliability or efficiency of a process.

Usage

stamp_eq_geometric(x = 0, y = 0, ...)

Arguments

x

a numeric indicating position on x axis

y

a numeric indicating position on y axis

...

Value

a ggplot2 annotation layer which is the plotmath version of a function

Examples

library(ggplot2)
#> Error in library(ggplot2): there is no package called ‘ggplot2’
ggplot() +
   stamp_eq_geometric()
#> Error in ggplot(): could not find function "ggplot"