Question 2 0
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Question 2 0.75/1 pts What are the four conditions necessary for X to have a Binomial Distribution? Mark all that apply. X counts the number of trials until you get a success. The probability of success, p. is constant from trial to trial. You must have at least 10 successes and 10 failures. There can only be two outcomes, success and failure X can take on any value in an interval. The trials must be independent. There are n set trials.
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For a Binomial distribution,
1) The probability of success is constant at every trial.
2) There are only 2 outcomes i.e. Success and Failure
3) The trails must be independent.
4) The number of trials 'n' is fixed.
So, option 2, 4,6 and 7 are the correct options.
{X counts the number of trials until we get a success if it has a Geometric distribution}
