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I have a sample of trials, with a positive result in some fraction 1/n trials and a predicted parameter of 1/p.

What kind of test do I need to do to determine the probability that the difference between n and p is purely by random chance and that p is the true parameter?

For example with numbers, a sample of 10,000 trials, with a positive result in 1/12 trials, but a predicted parameter of 1/10.

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  • $\begingroup$ Does a one-sample proportion test sound about right to you? $\endgroup$ – Dave May 27 at 10:47
  • $\begingroup$ yes thank you @Dave $\endgroup$ – David May 27 at 11:07

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