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 Z for Zero, X for siX (Posted on 2013-08-22)
I have replaced each of the 0 to 9 digits by one of the letters appearing in the English word for that letter.
Trying to decode the multiplication data below, please remember that while Z identifies 0 and X should clearly be replaced by 6,- a string like OOO might represent any of the 4^3 =64 combinations since four digits (0,1,2, and 4 ) contain the letter O in the corresponding word.

Bear in mind that any digit might be represented by distinct letters e.g. 5 might be F in one place and V in another.

Still, I KNOW my question is solvable and there is probably only one solution.
Should I err – please post all possible combinations complying with:
```        WIT
*ORE
=======
WWVN
EEE
OOOW
=======
ENORIN
```

 No Solution Yet Submitted by Ady TZIDON No Rating

Comments: ( Back to comment list | You must be logged in to post comments.)

1--Assigned W=2 by inspection.

2--I in WIT is 5,6,8,9.  R in ORE is 0,3,4.  R=0 makes EEE all zeros and R=4 gives 4 digits so R=3.

3--T in WIT is 2,3,8.  With R=3, only T=3 makes R*WIT have an E in last position.

4--So WIT is 253,263,283,293 and O in ORE has to be 4 to make O*WIT 4 digits long.  But  4*293=1172 doesn't fit OOOW, 3*283=849 doesn't fit EEE,and no possible E*263 gives WWVN=22VN.  However 9*253=2277 does the trick and the rest is just checking.

 Posted by xdog on 2013-08-26 00:39:13

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