The statistics I gave where in comparison to the average. They also have higher rates of injury and pay less in taxes.
Amazon has had wage theft issues, but I don’t know how they stack up on undocumented workers or the average retailer which includes Costco etc not just tiny corner stores.
I don't doubt that Amazon has abused workers in various ways, I'm just saying the headlines exist because of their massive scale and visibility. EPI estimates (which are probably a bit aggressive, but backed by sources) say of 2.4M workers in the 10 most populous states, $8B/yr are lost to wage theft. Amazon, with about 1M employees, is not stealing billions per year. In fact, they consistently pay well above minimum wage. My point here isn't that Amazon is great and we should stop complaining, but rather that worker abuse is rampant across all industries and Amazon is likely exceeding what is a very low bar.
You are misusing that statistic the average of all employers would include all workers not only those workers that experienced wage theft.
If the US labor US labor force is ~161.2 million workers and had 8B/year in wage theft then the average per 1 million workers is ~50 million. Seeing multiple payouts well over 50 million suggests Amazon could be worse than average here.
The definition disagrees with you. Facts are just that - facts. The analysis of how you arrived at that fact is statistics. It requires numerical analysis. If you've ever taken a stats class you'd know an answer like "more than average" without any numerical work shown would be marked wrong. You'd also know that saying "more than average" provides no real information since it's a huge range.
Average of X > average of Y fits “a collection of quantitative data”
For more detail, I have taken statistics, even tutored PHD students.
Showing your work is required if the answer is 4.415 or more than average. A sample refers to a single element, statistic encompass a sample, a parameter covers to the full population.
You will often hear statistics communicated as something like “more than four times as likely” and assume it’s referring to 4<X<5 but they can also be used in cases when a measurement exceeded the range at which you can quantify it. As in you checked the rain gauge and it was full, in such cases the only option is to use > X.
https://www.epi.org/publication/employers-steal-billions-fro...