satellite68
join:2007-04-11
Louisville, KY
| Re: Don't worry... quote:
The findings for the study, "Broadband Access and Service in the Home 2007," are based on a telephone survey of 1,600 randomly selected households across the country. The overall sample has a statistical margin of error of plus or minus 2.5%
Can anyone say flawed statistical methodology? How random? What percentage of those "randomly selected" households were in statisically-favorable-to-the-intended- outcome areas? | |
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ColorBASIC
8-bit Fun
Premium
join:2006-12-29
Corona, CA
1 edit | Re: Don't worry... True; usage rates may be much much higher.  | |
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Jerm
join:2000-04-10
Richland, WA
| Statistics... Thats the beauty of statistics, the results of a small sample are generally spot on when comparing against the "whole".
I'm not sure why you think it would be flawed. I mean how much better can you get than a random sample? They calculated to margin of error as +/- 2.5% so that should give us some sense of accuracy. I guess you'd have to know their exact method to know if it was flawed. Take all the phone books in the US and randomly select 1600 households via computer and call them up - doesn't seem too hard to me, and I'm not sure why you'd be wanting more accuracy than that.
There are a few arguments that could be made though. For example the people have to have phone service. But in general I think the statistic is probably correct and seems to fly in my book. Why do you think otherwise? | |
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 | Ahrenl
join:2004-10-26
North Andover, MA
 ·Verizon FIOS
| Re: Statistics... Statistical Bias is very easy to manufacture, so I would first look at who provides their funding, and why the research was done in the first place. I'm not saying the numbers are incorrect.
I do find it interesting that the under $50,000 households % of broadband users is growing faster than the over $50,000 households. Maybe they're only lower overall because they're generally less informed. | |
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| | satellite68
join:2007-04-11
Louisville, KY
| Re: Statistics... said by Ahrenl  :Statistical Bias is very easy to manufacture, so I would first look at who provides their funding, and why the research was done in the first place. I'm not saying the numbers are incorrect. Thank you, that's what I would've said sooner had you not beaten me to the punch. | |
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| bmn
? ? ?
Premium,ExMod 2003-06
join:2001-03-15
hiatus
| said by Jerm :I mean how much better can you get than a random sample? A representative sample... Random samples are not always representative.
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Prove it... | |
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| | lesopp
join:2001-06-27
Land O Lakes, FL | Re: Statistics... How many people stuck on dial up couldn't participate because those collecting the data couldn't call them? | |
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| satellite68
join:2007-04-11
Louisville, KY
1 edit | Your assumption is incorrect; you are assuming that they followed your example-"randomly" calling 1600 households.
I doubt that happened here. This issue is highly politicized and often these kind of surveys are funded by (gasp) the major telecoms and/or policymakers or their brethren. I'm betting they "prequalified" the respondents to get the outcomes requested/demanded by whomever funded this survey.
It's easy to lie with statistics. | |
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McSummation
Mmmm, Zeebas Are Tastee.
Premium,MVM
join:2003-08-13
Round Rock, TX
 ·AT&T Southwest
| said by Jerm :Take all the phone books in the US ... Then that may automatically eliminate all the folks that don't have landlines, but have only cell phones. | |
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Fluker
join:2005-04-07
West Lafayette, IN
| Re: Statistics... I totally agree.
On campus, the greater majority of people have a cell phone and broadband, but no landline.
I can't think of any student I know with a real phone. All of them have at least cable internet though. I doubt any of these people could have been included in this statistic if it were call based. | |
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RARPSL
join:1999-12-08
Suffern, NY
| Re: Don't worry... said by satellite68 : quote:
The findings for the study, "Broadband Access and Service in the Home 2007," are based on a telephone survey of 1,600 randomly selected households across the country. The overall sample has a statistical margin of error of plus or minus 2.5%
Can anyone say flawed statistical methodology? How random? What percentage of those "randomly selected" households were in statisically-favorable-to-the-intended- outcome areas? How many of these 1600 have non-broadband Internet (AKA Dial-Up) or have no Internet access?
IOW: Did they keep calling households until they get 1600 Internet Users and thus rejected 3200 households with no Internet (Thus meaning that Internet access was only 33% of the 4800 households actually called)?
Note: My 3200 non-Internet number is a manufactured number to show how the numbers could be slanted and does not mean that I claim/think the ratio of non-Internet to Internet households is that high. | |
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