Deriving a Confidence Interval for a Variance (Assuming a Normally Distributed Population) @jbstatistics
Deriving a Confidence Interval for a Variance (Assuming a Normally Distributed Population)  @jbstatistics
Uploaded June 2014 | Updated September 2026, 3 hours ago
I derive the appropriate formula for a confidence interval for a population variance (when we are sampling from a normally distributed population). I do not do any calculations or look at any examples in this video, I simply derive the appropriate confidence interval formula.

I work through an example at youtu.be/tsLGbpu\NPk
Deriving a Confidence Interval for a Variance (Assuming a Normally Distributed Population)The Sampling Distribution of the Sample MeanUsing the t Table to Find Areas and PercentilesAn Introduction to the Binomial DistributionConfidence Intervals for One Population VarianceDeriving the mean and variance of the least squares slope estimator in simple linear regressionInference for one mean: Worked examples and p-value interpretation | Full lecture (Intro Stats)Confidence Intervals for One Mean:  AssumptionsWhat I envision a virtual work meeting at D2L (Brightspace) to be like (jk, obv)Simple Linear Regression:  Always Plot Your Data!Poisson or Not?  (When does a random variable have a Poisson distribution?)Introduction to the Multinomial Distribution
jbstatistics |

Deriving a Confidence Interval for a Variance (Assuming a Normally Distributed Population)

SHARE TO X SHARE TO REDDIT SHARE TO FACEBOOK WALLPAPER