The digits of this six digit number
N
are
A,B,C,D,E,F in some order.
Given that :
DEF/ABC is an integer number
and
N=ABC*DEF
find all possible values of N.
Given the title, with the digits being distinct, i.e., no duplicate digits, I found only one solution:
N = ABC*DEF = 435*870 =
378450 ; DEF/ABC = 870/435 = 2
I found two other solutions where the digits may be duplicated:
N = ABC*DEF = 216*864 =
186624 ; DEF/ABC = 864/216 = 4
N = ABC*DEF = 270*810 =
218700 ; DEF/ABC = 810/270 = 3
Edited on February 10, 2018, 9:10 am

Posted by Dej Mar
on 20180210 09:05:39 