Tasks
Instructions
    Quick theory overview:
    • Here, we want to show the modelling of a coin toss experiment as a Bernoulli random variable \(X\). We will perform the coin toss experiment and observe the value of the Bernoulli random variable \(X\) for each toss.
      • Procedure:
    • Here, we are considering a coin toss experiment as a Bernoulli random variable \(X\). Head is mapped to \(X=1\) and Tail is mapped to \(X=0\).
    • Choose a value for the probability of getting a Head on tossing a coin, denoted by \(p\).
    • Enter the value of \(p\) in the input box and click on the "Set" button.
    • Click on the "TOSS" button to simulate the coin toss experiment.
    • Observe the value of the Bernoulli random variable \(X\) for each toss.
    • Click on the "Reset" button to reset the experiment.


Take a coin with the probability of getting a Head on tossing it being \(p\). We will model the result of the coin toss experiment as a Bernoulli random variable \(X\) with parameter \(p\). Perform the coin toss experiment by clicking the button and observe the value of the Bernoulli random variable \(X\).


P(H) =
Now, we have P(H) = 0.



Observations