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What is required for a probability distribution to be considered binomial?
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Step 1
I'll solve this problem by outlining the key requirements for a probability distribution to be considered binomial:

Step 2
: Fixed Number of Trials

n = \text{total number of trials}
- The experiment must have a fixed, predetermined number of trials (n) - Each trial is independent of the others

Final Answer

1. Fixed number of trials 2. Two possible outcomes per trial 3. Constant probability of success 4. Statistical independence between trials 5. Probability of success between 0 and 1