$Given$:
$U$, $V$, $C$ are distinct digits, varying from 1 to 9.
$U$ > $V$ > $C$
$UVC$, $VCU$, $CUV$ are concatenated Numbers
$(UVC)*(VCU)*(CUV)$ = $234235286$
The digits on the right hand side are mixed up except 6 in the units place.
By deducing the digits $U$, $V$,$C$ , please restore the correct number on the right hand side.
By trial and error:
983 x 839 x 398 = 328245326 -> 234235286
I tried few combinations and found that - it can't be with 1, 5, 6 and 7
5 because number would end with 0 or 5
1 because at least one number would be 1 (199*999*999 starts with 1)
6 (and 7) because it needs another 6 to end with 6 = 2 x 3 or 3 x 7 and it is not correct number combination. Also numbers can't have sum divisible by 3
