Bernoulli Distribution Calculator
Bernoulli’s distribution calculator can help you to determine the mean, variance and probability for Bernoulli’s distribution with parameter probability of success $p$.
| Bernoulli Distribution Calculator | |
|---|---|
| Probability of success (p): | |
| Number of success (x): | |
| Result | |
| Probability : P(X = x) | |
| Mean : E(X) | |
| Variance : V(X) | |
| Standard Deviation : | |
How to use Bernoulli Process Calculator?
Step 1 - Enter the Probability of Success
Step 2 - Enter the Number of Success
Step 3 - Enter the values
Step 4 - Click on “Calculate” button to calculate Bernoulli Probability
Step 5 - Calculate output as Mean of Bernoulli Distribution
Step 6 - Calculate Bernoulli Probability
Step 7 - Calculate Variance of Bernoulli Distribution
Step 8 - Calculate Standard Deviation of Bernoulli Distribution
Definition of Bernoulli Distribution
A discrete random variable $X$ is said to have Bernoulli distribution with parameter $p$ if its probability mass function is
$$ \begin{aligned} P(X=x)&=p^x (1-p)^{1-x},\hbox{$x=0,1$;}\ & \hbox{$0<p<1$}.\ \end{aligned} $$
where
- $x =$ number of successes in single trial,
- $p =$ probability of success,
Conclusion
I hope you find above calculator on Bernoulli Process calculator helpful.
Read more about other Statistics Calculator on below links
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