If you combine every measure of a particular thing in the whole world, Its a normal distribution. You got it right in this case too.

Prabodh Kandala said:

If you combine every measure of a particular thing in the whole world, Its a normal distribution.

Is this actually true?

Well well. This was my hypothesis. This world is balanced because, if there is 50% good, there is 50% bad (this is a crude example). Imagine what would happen if there is 100% good or 100% bad.

To support my Hypothesis, our recent Statistics teacher told this point while she was teaching "Normal distribution".

Well, you are more experienced than me, so I would agree if you prove it other way. 

@Nikkilina:

Join the club.

When the hell did this joint turn into PhilosophySpaces?

@GR Agreed!

I like the SJ Gould analogy.  A drunken man on a sidewalk beside a building has some probability of stumbling into traffic but no probability of stumbling through the wall.  Thus a street skewed distribution

When my friend was writing his dissertation, he would give sections to his advisor for review. When he got it back he could tell that the prof was getting more and more drunk the further into the paper he got because there were more scotch stains and the comments were more vulgar and abusive.

Everything is normally distributed? Evverything? SRSLY?

Tish and pish and fie upon you! Get back to stats 101.

Deal