Everywhere Discontinuous Function by Gioku
Also known as the nowhere continuous function, this function gives a value of 1 for all rational numbers, and a value of 0 for all irrational numbers. Thus, there is no value of x that is continuous with any other value of x. This is because, given any two rational numbers, there must be at least one irrational number in between them, and vice versa.
#Math #NintendoLife
Comments
2
like
reference image
eraser
eyedropper
time taken
nsfw
flip
undo
paint with friends
private
used tools icons
500
100
25
5
1
The comment has been reported
The Colors! Gallery moderators will look at it as soon as possible.
delete comment?
just delete
delete comment and prevent this user from commenting on your paintings
report as inappropriate
confirm
Comments
20 May, 2013, 3:38 pm
Is that because there are more irrational numbers than rational? c:
22 May, 2013, 2:09 am
N=natural
Q=rational
Q'=irrational
Z=entero
x/y=number fraccionaly
y,x...=number decimal