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Reply to: quite telling
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Previously on "quite telling"
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The chance of meeting a 'c' in the first case is 7%. In the second 70%. Quite a difference. It could be that there's 100'000 Jones and 100'001 Smiths. Some measure of the data spread would be useful.Originally posted by vetran View Posthuh?
It means in either case you are more likely to meet a 'c', it also where there is a certain amount of choice or correlation then it shows a pattern that has developed in the last 50 years.
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huh?Originally posted by Spacecadet View PostPointless map really
Like most statistical values, the mode (most common) should always be backed up with some other information to give it context.
"c" is the most common value in both of the following data sets but that fact alone doesn't tell you much about either set
a,b,c,c,d,e,f,g,h,i,j,k,l,m
a,b,c,c,c,c,c,c,c,c,c,d,e
It means in either case you are more likely to meet a 'c', it also where there is a certain amount of choice or correlation then it shows a pattern that has developed in the last 50 years.
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Yes it does. The bloke who said the second one stutters more than the first bloke.
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Pointless map reallyOriginally posted by vetran View PostThe interactive map that reveals Britain's most popular surnames | Mail Online
have a look round london, leicester
Like most statistical values, the mode (most common) should always be backed up with some other information to give it context.
"c" is the most common value in both of the following data sets but that fact alone doesn't tell you much about either set
a,b,c,c,d,e,f,g,h,i,j,k,l,m
a,b,c,c,c,c,c,c,c,c,c,d,e
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Fascinating! You mean that Smith and Jones are right up there?
What a very piquant observation from the Wail!!
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quite telling
The interactive map that reveals Britain's most popular surnames | Mail Online
have a look round london, leicesterTags: None
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