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An oddly shaped die has \(N\) sides, numbered from \(1\) to \(N,\) that are equally likely to appear on a throw. Let

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An oddly shaped die has \(N\) sides, numbered from \(1\) to \(N,\) that are equally likely to appear on a throw. Let

by AAPL » Thu Feb 19, 2026 2:52 pm

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An oddly shaped die has \(N\) sides, numbered from \(1\) to \(N,\) that are equally likely to appear on a throw. Let \(P\) be the probability that at least one \(“1”\) appears in two throws. Is \(P < (1/5)?\)

1) \(N\) is a prime number

2) \(N > 5\)

OA E
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