$begingroup$ @Wayne Why isn't the assertion be "You will find there's smaller potential for acquiring an observation inside that interval" ? Since slender interval has a big sort 1 mistake , it is more prone to reject the accurate null speculation , that is definitely , my genuine null worth is not really contained in that interval .
1 $begingroup$ proportional odds logistic regression would in all probability be a wise method of this issue, but I do not know if it's offered in SPSS. $endgroup$
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not be needed in the 1st bullet I discussed, so the two usually do not must go hand and hand at all times.
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This information constraint is The main reason you observe the said romance in between the width of The boldness interval (precision) and the confidence level (self-assurance). In case you raise The arrogance level then you will get a wider
They're about building a range estimate of your populace imply. What you might want to treatment about is whether they consist of that, ot any specific observation. $endgroup$
Your 1st question conflates two issues and misuses a time period. A narrower self-assurance interval may very well be far more precise nonetheless it's accuracy is fixed because of the method backing it, be it 89%, 95%, etc.
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