Is it possible to have a whole number quotient from 2 number sets?

Question

anonymous · Answer

@SolomonZelman can u help answer this?

solomonzelman · Answer

What are you doing dividing set by another set? If so, I am sorry, because I've never done that type of operation.

anonymous · Answer

talking any element from a number set and any element from the other number set and always having the quotient be a whole number. does that make more sense ?

anonymous · Answer

meaning, i'm trying to create the number sets

its for a programming project

anonymous · Answer

as far as I could figure, it's not possible

solomonzelman · Answer

Well, i would suppose

$\huge\color{blue}{ \sf    5,10,15,20,25,30 }$
$\huge\color{red}{ \sf    and}$
$\huge\color{blue}{ \sf    1,2,3,4,5,6 }$ 

unless you mean that you can divide forsake "20" by ANY number in 2nd set, not just 4 (the 4th number)

anonymous · Answer

ya, the latter comment

solomonzelman · Answer

by ANY element.... I would say $\color{purple}{ \sf   impossible }$

anonymous · Answer

any element from the number set divide by any elemnet from the other number set

solomonzelman · Answer

For sure not possible

anonymous · Answer

impossible is what I came up with as well. 
thanks!

solomonzelman · Answer

yeah, it makes sense why it's impossible $\color{blue}{ \sf   :)}$