# trouble with problem

• June 27th 2008, 07:37 AM
glost
trouble with problem
Let A={1,2,4,6,8} and for a, b, element A, define a partial order b if and only if b over a is an integer
• June 27th 2008, 07:51 AM
TheEmptySet
Quote:

Originally Posted by glost
Let A={1,2,4,6,8} and for a, b, element A, define a partial order b if and only if b over a is an integer

$a\mathcal{R} b \iff a|b$

if a divides b with remainder 0 then they are related.