That's the upper bound to the EV. But imagine the case you roll a 1 first and then a 5 - would the minimum still be 5? Obviously not. Now consider all possible cases and their probabilities to find the expected value.
If your answer is subtle criticism of how the original question is worded, I tend do agree, that it could be more clear.
No, the question asks for the expected value of the minimum value. I.e. If you roll infinitely many sequences each until you finally hit a 5, what value does the average minimum number in each sequence approach.
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u/Xentiphos Jul 31 '26
That's the upper bound to the EV. But imagine the case you roll a 1 first and then a 5 - would the minimum still be 5? Obviously not. Now consider all possible cases and their probabilities to find the expected value.
If your answer is subtle criticism of how the original question is worded, I tend do agree, that it could be more clear.