How To...Calculate the Confidence Interval for a Sample
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- Опубликовано: 29 июн 2024
- Use Confidence Intervals to determine a best estimate of the range of a population mean based on the sample mean. A 95% Confidence Interval will be correct 95% of the time.
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I had no clue on how to calculate this but after watching this video I can confidently say I will never fail this.
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I've learnt about finding confidence level after watching your video.
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I've seen other sources that state you can't estimate the mean with such a small sample size (n=14) unless you already know the original population data is normally distributed. That requirement was not mentioned anywhere in this video.
Isnt the t distribution for that? Wouldnt it be a z value for n>30 (im genuinely confused so pls weigh in lol)
@@diminarchy yes, that’s the exact reason why we use t-dist. We also don’t use T If we are given the population standard deviation.
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watching stationary calculations is so satisfactory :)
I'll try this today
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Thank you that was very clear. I am trying to understand what it means when someone says something like "that is one standard deviation out" when talking about outliers in a population. I heard it in relation to the distribution of IQ results and the challenges faced by people with an IQ at a certain (low) level?
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Really helpful! How to calculate confidence intervals of variance (n under 30)?
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Thanks
Interesting.
thank you. how do we know when to use the t table vs z score?
du ehrenmann.
my teacher needs to make notes
Its helpful