> Let A1 be the subset of people who would be fit for the job from the set A, and B1 be the subset of people who would be fit for the job from the set B. From the basic properties of real numbers one can infer that A1 + B1 is at least equal to B1.
This is a deeply frustrating response. I asked if you have any data to back up your claims. Recall "extraordinary claims require extraordinary evidence".
Instead you give me the kind of thing that people who don't study mathematics think a mathematical proof looks like.
It's certainly not real world empirical data. Your response is worse than useless in this context.
What's even more frustrating is that your "proof" clearly shows that you only recently learnt about real numbers. (Why would you use real numbers for a countable set? Why would real numbers be a useful way of counting discrete humans? How many real numbers are there between any 2 real numbers?)
So you've just learnt about real numbers and you're probably a teenager. Then why are you saying random things to strangers on the internet and pretending to know what you're talking about?
This is a deeply frustrating response. I asked if you have any data to back up your claims. Recall "extraordinary claims require extraordinary evidence".
Instead you give me the kind of thing that people who don't study mathematics think a mathematical proof looks like.
It's certainly not real world empirical data. Your response is worse than useless in this context.
What's even more frustrating is that your "proof" clearly shows that you only recently learnt about real numbers. (Why would you use real numbers for a countable set? Why would real numbers be a useful way of counting discrete humans? How many real numbers are there between any 2 real numbers?)
So you've just learnt about real numbers and you're probably a teenager. Then why are you saying random things to strangers on the internet and pretending to know what you're talking about?
This makes me so sad.