|visits||member for||2 years|
|seen||Sep 3 at 12:19|
Initially, a self taught code monkey since the age of 10 when i got my first computer, the coolest Atari 65XE. Later on, a mathematics and computer science student at a university with a lot of side-studies in philosophy, history, japanese etc. Today, a passionate developer with focus on web related technology from MS.
A lousy programmer knows how to create problems.
A good programmer knows how to solve problems.
A great programmer knows how to avoid them. (Get the double meaning?)
Works at: http://kentor.se Blogs at: http://konradviltersten.wordpress.com Lives at: http://viltersten.somee.com
|bio||website||viltersten.com||visits||member for||2 years|
|location||Stockholm, Sweden||seen||Sep 3 at 12:19|
Is percentile affected by extreme values?
We're agreed that definition-wise, as I tried to point out in my question, it's meaningless to compute 25th percentile in this case. However, my question was whether in this particular case the percentile placed somewhere between 72 and 88 should be affected by increment in the maximum value. I can imagine it's hard to answer that because one has no accurate definition to lean towards. Hence the question (if I had a definition, I could figure it out myself, hehe) - what do other think to be an adequate behavior.
Integrating the formula for a circle's area
Splendid reply (answer to the actual questions with exactly corresponding information) BUT too explicit info. I wanted to kill the beast myself... :( Thanks guys, anyway! I've been missing mathematics the last few years... Maybe I should get back and do Ph.D...