The Alphametics:
WED + TAB + PIN = X j k Y
and
DEW + BAT + NIP = Y k j X
..... when considered concurrently have 864 solutions.

In the totals X=1 and Y=2 or X=2 and Y=1, and j and k are distinct integers represented in the set of variables.

Why can X and Y never equate to W, T, P, D, B or N? The digits 0-9 are all available but there are no leading zeroes.

(In reply to re(3): Disappointed! - I AM HAPPY- now resolved by Ady TZIDON)

Edited on November 26, 2013, 9:37 pm

Posted by brianjn on 2013-11-26 21:36:33