If the samples are randomly distributed a very small increase in sample size will have a big effect on the probability your sampled estimate will be close to the actual population’s reading
I can’t seem to find any pages that explain that simple concept simply, but if you’re really interested these both get into it
Sure, buddy. A factor of to 38,000 per one response is “representative”?
Nope!! Not happening, buddy!
If the samples are randomly distributed a very small increase in sample size will have a big effect on the probability your sampled estimate will be close to the actual population’s reading
I can’t seem to find any pages that explain that simple concept simply, but if you’re really interested these both get into it
https://pmc.ncbi.nlm.nih.gov/articles/PMC7745163/
https://en.wikipedia.org/wiki/Sample_size_determination?wprov=sfla1
Do you even know how to do an ANOVA?