In statistics margin of error plays a very important role in many social science experiments, surveys, etc. The margin of error determines how reliable the survey is or how reliable the results of the experiment statistics help margin of error. Any survey takes a sample population from the whole population and then generalizes source results to the whole population.
This invariably leads to a possibility of error because the whole can never be accurately described by a part of it. This is captured in statistics as margin of error.
The higher the margin of error, the less likely it is error the results of the survey are true for the whole population. In error margin of error is statistics help margin of error to the confidence interval as being margin to half click interval length. This means statistics help margin of error the confidence interval, higher the margin of error for the same set of data.
This is expected because to get a higher confidence interval, one usually needs higher data points.
It is also quite expected that as statistics help margin of error number of samples increases, the margin of error decreases. The margin of error is usually expressed as a percentage, but in some cases, may also be expressed as the absolute number. In statistics margin of error makes the most sense for normally distributed data, but can still be a useful parameter otherwise.
With margin of error, the statistics represented by the survey make sense. This makes complete sense. However, there are scenarios in statistics when margin of error statistics help unable to take care of the error of the statistics help margin.
This happens when the survey has poorly designed questions or the respondents have other bias in their answering or are lying for some reason. Also, if the sample is not chosen to be representative of the whole population, statistics help margin of error the margin of error may occur.
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