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Originally posted by UnMature
Owww my brain...let's just file math away until 5th period tommorow. I agree with the statement that we cannont grasp infinty...I mean try to imagine a number that is so unimaginaby small that no matter how far you extend it, it never quite reaches 1
Originally posted by Icarus Rising
Sounds like the old half the distance question to me. Ask the engineer and the mathematician the same thing: If the wall is 1 unit of distance away and with each iteration of the process you go .9 of the distance (then .9 of the distance left) to the wall, will you ever reach the wall? The mathematician says, no, you will never reach the wall. The engineer says, you will get close enough for all practical purposes.
[edit on 26-3-2005 by Icarus Rising]
Originally posted by Icarus Rising
Or, as my complex variables prof used to say (at 815am, FGS), when you go to look outside, it makes a difference if you stick your head out, and then open the window, or open the window, and then stick your head out.
Originally posted by BluePostman
The half thing reminded me of the half-life concept. When the parent material becomes daughter material basically half turns every certain amount of time. This keeps happening, but it's never completly daughter.material. This is why radioactive material will rot away in their secure vaults for eternity, there's always going to be some amount of material radioactive, whether it is 0.00005 or0.0000000000000000000000000000000000000000000000005.
Originally posted by Icarus Rising
I love it when you prove my point for me!
for all practical purposes
Originally posted by Xar Ke Zeth
I still think we should do with it what we did with leap years. That'll fix that lousy decimal system.
Originally posted by Amorymeltzer
Originally posted by Xar Ke Zeth
I still think we should do with it what we did with leap years. That'll fix that lousy decimal system.
Every four years add a day to february?! How does THAT help?
all maths is linear