3 ms·
I don’t understand what you are saying. The article says 50% of men. I said with the average, there is no need for it to be 50%, with the median there would be.
by Semaphor 4y ago
I don’t understand what you are saying. The article says 50% of men. I said with the average, there is no need for it to be 50%, with the median there would be. I have no idea how what you say is related to that.
- benatkin 4y ago> The average gets pulled out of proportion by outliers This places a value judgment on the mean not being close to the median
- Semaphor 4y agoNo, it simply says there’s a chance. That is what this whole subthread was about, and you argued against it for some inexplicable reason. But now I see you even edited your original comment to say you misunderstood, so I’m thinking you are just arguing for the sake of it.