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  • SteelCity1981
    Wow very, very interesting article to say the least.
    Reply
  • soccerdocks
    "Density initially grew at a rate of about 25% per year (doubling every four years)"

    If density grows at 25% per year it would actually double in just barely over 3 years. At 4 years it would be 144% greater.
    Reply
  • joytech22
    when passed over magnetic flux transitions.
    I somehow expected "Flux capacitors" instead.
    Reply
  • johnners2981
    soccerdocks"Density initially grew at a rate of about 25% per year (doubling every four years)"If density grows at 25% per year it would actually double in just barely over 3 years. At 4 years it would be 144% greater.
    No you're wrong, how embarrassing :). You're using compound interest. Quit trying to be a smartass
    Reply
  • Device Unknown
    johnners2981No you're wrong, how embarrassing . You're using compound interest. Quit trying to be a smartass
    I'm no math guy, in fact i suck at it, but I see his point, why wouldn't it be compound? and even at compound interest is 144 still accurate? please enplane
    Reply
  • soo-nah-mee
    I believe soccerdocks is right - example...
    Beginning value: 10
    After one year: 12.5
    After two years: 15.625
    After three years: 19.531 (Almost double)
    After four years: 24.41
    Reply
  • johnners2981
    Device UnknownI'm no math guy, in fact i suck at it, but I see his point, why wouldn't it be compound? and even at compound interest is 144 still accurate? please enplane
    Please enplane??? Compound interest is used to calculate interest and not things like density.
    They were right in saying "doubling every four years" and he was trying to correct them when there was no need so showed him who's boss, oh yeah
    Reply
  • johnners2981
    soo-nah-meeI believe soccerdocks is right - example...Beginning value: 10After one year: 12.5After two years: 15.625After three years: 19.531 (Almost double)After four years: 24.41
    His calculation is right not the application, why is he using compound interest to calculate the percentage increase in density? It doesn't make sense.
    Reply
  • soo-nah-mee
    johnners2981His calculation is right not the application, why is he using compound interest to calculate the percentage increase in density? It doesn't make sense.It's not compound "interest", but it is compounding. If you say something increases 25% each year, you can't just keep adding 25% of the original value! Silly.
    Reply
  • striker410
    soo-nah-meeIt's not compound "interest", but it is compounding. If you say something increases 25% each year, you can't just keep adding 25% of the original value! Silly.I agree with the others on this one. Since it's adding 25% each year, it is compound. You are thinking of it from the wrong angle.
    Reply