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Some Math 🔢
Suppose you want to go over all the questions (50 questions), if you get ZERO questions repeated it would take you about 4 runs to complete it. But that's an extreme case, you will have questions repeated probably.. we could use a formula based on the expected number of runs for a given probability of repetition. This formula is derived from the Wald-Wolfowitz runs test, which is a statistical test for randomness in a sequence of binary outcomes.
The formula is:
where
For example, if you want to approximate the number of runs with 95% confidence and 5% accuracy, and you assume that each question has a 10% chance of being repeated, then the formula gives:
So, you would need about 35 runs to cover all the questions with these assumptions.
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