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# What is infinity times zero?
And, my hypothesis, is infinity and zero the same thing?

I was listening to a radio show on numbers. And some one came on with the concept of there being differing degrees of infinity!?!
If infinity plus one is infinity, infinity plus infinity is still infinity and therefore cannot be any larger.
FFS
(, Wed 25 Feb 2009, 20:17, archived)
# well
(, Wed 25 Feb 2009, 20:22, archived)
# I think it may be beyond my B at GCSE
but even still the integers thing just seems, not counter intuitive, but bollocks.
Oh concept, if between 1 and 2 there are an infinite amount of decimals (wrong word?) you would never actually get to two for two to exist therefore there couldn't be the other infinity.
(, Wed 25 Feb 2009, 20:30, archived)
# xeno's paradox
it arises because people mistake counting for mathematics. just because you can't count everything between a and b, it doesn't follow that you can't reach b from a

think about it like a cake. if i cut it in half, it's still the same mass of cake. if i cut the halves in half, it's still the same mass of cake. if i repeat this infinitely, it's still the same mass of cake (except at some point we start splitting the atom and singe our eyebrows)
(, Wed 25 Feb 2009, 20:42, archived)
# like the arrow thing.
But it still doesn;t work for me. the one to two problem is that you have to accept that there is a two. but we don't think of infinity having a point that starts something else, lets call it infinity 2.
Thanks for answering my questions though. :)
(, Wed 25 Feb 2009, 20:49, archived)
# infinity times zero is a lemon
which is why it comes up on fruit machines. it's actually a divide by cherry error
(, Wed 25 Feb 2009, 20:31, archived)
# makes sense when you
think about. :)
(, Wed 25 Feb 2009, 20:39, archived)