0/0 does not equal 1 it is undefined.Lacsapix said:I can
0/0=1
its not that hard
Infinity isn't a number. Its a concept for a never ending number.tuldorselven said:infinty x 0=-1
it's true it is provable using negative reciprocals
1 x (-1/1)=-1
2 x (-1/2)=-1
3 x (-1/3)=-1
...
infinty x (-1/infinity)=-1
1/infinty = 0 because the larger a number is you divide by the smaller your answer
-0=0 (well duh)
so infinity x 0 =-1
Kasper Gundersen said:Through all of my education, I've always been told that I can't divide by zero, but my question is: can YOU?
There is no real number in which you can multiple with 0 and get 1. Since 0 has no reciprocal you cannot divide by it.Dana22 said:Yes you can, but I dont know how. Math always scared me.
Except that isn't dividing by 0.Dags90 said:This. You can divide by zero and infinity[footnote]Using limits.[/footnote]. What you can't do is divide zero by zero, or infinity by infinity.RhanathShadowhand said:Yep, i can, it's just gives you the numeric value of "infinity".
yup..leart that in the 11th grade..wanted to make a post like "I LEARNED TO DIVIDE BY 0 TODAY!!!!1!!1!1!11" but i said mehSlenn said:Yes, but it depends on the function given. If it's y=1/x, then you can't divide by zero because the limits coming from either side of the graph don't equal each other:
Lim
x-->0+ (1/x) = ∞
Lim
x-->0- (1/x) = -∞
However if you take y=1/(x^2), then you can take the limit because the limits are both the same. In this case dividing by zero will give you infinity. If you take calculus you'd understand this a bit better.
Lim
x-->0+ (1/(x^2)) = ∞
Lim
x-->0- (1/(x^2)) = ∞
Holy shit you did it. And to think cakes were the missing link. but seriously that actually makes some sense.Logic Sword said:They way I was taught division was that if I had four cakes and shared them out between four people, everyone would have one cake.
If I have four cakes and share it with no one, I have four cakes.
Simple, really.