Amazing displays of ignorance
Sandettie Light Vessel Automatic tells us: "My dad's friend told us there's no such thing as gravity - it's just the weight of air holding us down". Tell us of times you've been floored by abject stupidity. "Whenever I read the Daily Express" is not a valid answer.
( , Thu 18 Mar 2010, 16:48)
Sandettie Light Vessel Automatic tells us: "My dad's friend told us there's no such thing as gravity - it's just the weight of air holding us down". Tell us of times you've been floored by abject stupidity. "Whenever I read the Daily Express" is not a valid answer.
( , Thu 18 Mar 2010, 16:48)
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The obligatory thick kid in class
When studying averages in GCSE Human Geography - average wage, number of kids, house ownership, job type etc - asked "How many people are average, then?"
Loads of the class absolutely jumped on him "DUUURRRR! God you're so FIK you tosser! Duuurrr!", and the teacher likewise laughed it off.
To this day I remember thinking what a good question that was, and wonder about the answer.
( , Mon 22 Mar 2010, 12:34, 6 replies)
When studying averages in GCSE Human Geography - average wage, number of kids, house ownership, job type etc - asked "How many people are average, then?"
Loads of the class absolutely jumped on him "DUUURRRR! God you're so FIK you tosser! Duuurrr!", and the teacher likewise laughed it off.
To this day I remember thinking what a good question that was, and wonder about the answer.
( , Mon 22 Mar 2010, 12:34, 6 replies)
As a trained statistician I could explain it
but I'd have to kill you.
( , Mon 22 Mar 2010, 12:47, closed)
but I'd have to kill you.
( , Mon 22 Mar 2010, 12:47, closed)
welll...
in a normal distribution, the mode, the mean and the median are all the same. So, for a normal distribution with a known sample size and standard deviation, you can work this out (fairly) easily. However, none of the things you mention are normally distributed (ie the median wage tends to be lower than the mean wage), so it is a bit harder.
But it is a really good question to ask about statistics, in both the general and the specific. Too few people understand enough about statistics, regrettably.
( , Mon 22 Mar 2010, 13:15, closed)
in a normal distribution, the mode, the mean and the median are all the same. So, for a normal distribution with a known sample size and standard deviation, you can work this out (fairly) easily. However, none of the things you mention are normally distributed (ie the median wage tends to be lower than the mean wage), so it is a bit harder.
But it is a really good question to ask about statistics, in both the general and the specific. Too few people understand enough about statistics, regrettably.
( , Mon 22 Mar 2010, 13:15, closed)
Quite an insightfull question for a 15/16 yr old
Shame realy he got laughed at for it.
( , Mon 22 Mar 2010, 13:28, closed)
Shame realy he got laughed at for it.
( , Mon 22 Mar 2010, 13:28, closed)
Did you think it was a good question
because it was *you* who asked it?!
( , Mon 22 Mar 2010, 14:19, closed)
because it was *you* who asked it?!
( , Mon 22 Mar 2010, 14:19, closed)
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