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June 18, 2007

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"Lies, damn lies, and statistics."

I am a statistician, and am particularly easily annoyed with the way numbers are used in the media. If there is a way to make them misleading, someone will do it. It's appalling.

That is hilarious. At most, the statement could be saying that 8% of Americans feel life insurance is important but do nto have it.

I have a hard time believing that over 2/3 of americans have life insurance. maybe they are saying that nearly 1/3 of those that belive it is important do not have it. That would be a much more meaningful statement. If that is the case, though, their slip in wording made it meaningless.

Let's hope this company's actuaries are better with numbers than their P.R. people are.

I think life insurance is important, for other people that have dependents, not for myself, so I am probably in that 8%.

Hello. It can make sense if 100% of a 6-person family thinks that life insurance is important and only 1 person (the primary wage earner) is insured.

Here is the original link for those that want to judge for themselves:
http://www.rasmussenreports.com/content/pdf/3468
I think FMF took the statistic out of context (and didn't even quote it properly) in order to mock it. The main thrust of the "article" - really a two paragraph blurb - was that women tend to be underinsured in proportion to their contribution to the household. Not that I'm endorsing the conclusions, but if you want to mock the use of statistics you can find much better examples.

Phil --

I didn't take anything out of context -- I didn't even see the report. I was sent bullet-point conclusions via email and the one I picked out above is one of them the company sent me (the top one, I believe.)

So, feel free to issue your apology here.

I don't think FMF took the statistic out of context, even given that report. Anyway, how can you take a statistic out of context? A fact is a fact. And the fact, as stated by that linked report, is that 73 percent of Americans feel life insurance is important, and 30 percent do not have it. If we can assume those who do not feel life insurance is important do not have life insurance, that leaves a spread of just 3 percent, just like FMF was talking about.

Of course, it is perhaps unreasonable to make that assumption, which is why statistics can say anything we want them to.

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