What are the four requirements for a probability experiment to be a binomial experiment? Choose from the list below.

Question

Each trial has only two outcomes.

The outcomes are independent of each other.

The outcomes are dependent on each other.

There are two trials.

There is a fixed number of trials.

The probability of a success does not remain the same in each case.

There is an unlimited number of trials.

The probability of a success remains the same in each case.

Each trial has more than two outcomes.

Answer 1

The four requirements for a probability experiment to be a binomial experiment are:

1. Each trial has only two outcomes.
2. The outcomes are independent of each other.
3. There is a fixed number of trials.
4. The probability of a success remains the same in each case.

These conditions ensure that the experiment can be modeled using the binomial distribution.