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Topic:
A limit at a point means a function is continuous at that point, but orangutans still don't get it!
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1
Last Post:
Nov 9, 2017 8:12 PM




Re: A limit at a point means a function is continuous at that point, but orangutans still don't get it!
Posted:
Nov 9, 2017 8:12 PM


On Thursday, November 9, 2017 at 5:35:35 PM UTC7, John Gabriel wrote: > On Thursday, 9 November 2017 19:17:47 UTC5, Zeit Geist wrote: > > On Thursday, November 9, 2017 at 4:27:00 PM UTC7, John Gabriel wrote: > > > On Thursday, 9 November 2017 18:18:47 UTC5, Me wrote: > > > > On Thursday, November 9, 2017 at 1:50:03 PM UTC+1, John Gabriel at age 50. > > > > > > > > > Therefore, ... > > > > > > > > Ok, John. Now let's DEFINE the function f with domain IR the following way: > > > > > > > > / e^(1/(x^2)) if x =/= 0 > > > > f(x) = { > > > > \ 0 if x = 0. > > > > > > No idiot! How many times do I need to tell you that is NOT a function? I thought you understood, but evidently not. A function has ONE rule  according to the definition. > > > > You?re the idiot and a fucktard. Learn some math, already. > > > > A FUNCTION is a RELATION between two sets, > > Indeed dumb cunt! Did you notice RELATION is ***singular*** ???
Big deal. Define the relation R on NxN as follows: If x is even xRy iff xy, and if x is odd xRy iff y is even.
That Is a perfectly well defined relation. As in singular relation, you from donkey.
Fuck your one rule bullshit. Play your games and be wrong. We don?t care; it?s your fuckup.
ZG



