Math question

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  • NickPapageorgio
    Confirmed User
    • Apr 2004
    • 8323

    #1

    Math question

    I am trying to figure the gallon capacity of a 3 foot by 3 foot cylindrical tank. Looks sort of like a soda can so you can picture that. I keep coming up with somewhere in the neighborhood of 150 gallons. Bueller?...Bueller?
  • 2HousePlague
    CURATOR
    • Jul 2004
    • 14572

    #2
    http://grapevine.abe.msstate.edu/~ft.../cylinder.html

    1 cubic inches = 0.00432900431 US gallons



    2hp
    tada!

    Comment

    • BV
      wtf
      • Sep 2001
      • 10914

      #3
      150 sounds too much

      a 55 gallon drum is almost that size

      Comment

      • European Lee
        Confirmed User
        • Dec 2002
        • 7133

        #4
        I *think* to work it out you do something like:

        pi * radius (squared) * height

        I *think* its been ages since i use forumlas in math

        Regards,

        Lee
        YOUR TRAFFIC IS SAFE WITH US - CONDOM CASH
        PUTTING THE GAY ADULT INDUSTRY ON YOUR PC!!
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        Comment

        • Dollarmansteve
          Confirmed User
          • May 2005
          • 2849

          #5
          158.86 (imperial) gallons. I did it the hard way (since im canadian). converted it to metric, its about 600 litres.. 3.78L / imp. gallon.
          I died.

          Comment

          • P. Nash
            Confirmed User
            • Feb 2004
            • 305

            #6
            I came up with the same - 159 gallons
            Paul Nash
            General Manager
            Film Fresh Holdings, LLC
            www.filmfresh.com.com

            Comment

            • NickPapageorgio
              Confirmed User
              • Apr 2004
              • 8323

              #7
              Originally posted by European Lee
              I *think* to work it out you do something like:

              pi * radius (squared) * height

              I *think* its been ages since i use forumlas in math

              Regards,

              Lee
              Yeah, that's what I did, just making sure my math was right lol. I don't think there is a way to get an actual number on a problem like this though, but you can get it close. Once I had the cubic inches, I converted the whole using that number Jack posted above, but you figure, a cubic inch is a square and you're figuring for a rounded surface so there is a whole bunch of little voids that don't get counted I think.

              That's close enough for my purposes though, thanks folks.

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