07 November 2016

 

Let us take each letter stands for a single digit 0-9.

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+ MORE

 + GOLD

MONEY

 

 

Solution (s).

Solution is not not unique. Total 28 solutions are as below: (M is not zero) 2856 + 1348 + 9376 = 13580; 2856 + 1378 + 9346 = 13580; 2894 + 1038 + 7054 = 10986; 2894 + 1058 + 7034 = 10986; 4237 + 1502 + 9587 = 15326; 4237 + 1582 + 9507 = 15326; 4673 + 1506 + 9583 = 15762; 4673 + 1586 + 9503 = 15762; 4856 + 1328 + 7396 = 13580; 4856 + 1398 + 7326 = 13580; 5478 + 1624 + 9638 = 16740; 5478 + 1634 + 9628 = 16740; 6054 + 1720 + 9734 = 17508; 6054 + 1730 + 9724 = 17508; 7856 + 1328 + 4396 = 13580; 7856 + 1398 + 4326 = 13580; 7894 + 1038 + 2054 = 10986; 7894 + 1058 + 2034 = 10986; 9054 + 1720 + 6734 = 17508; 9054 + 1730 + 6724 = 17508; 9237 + 1502 + 4587 = 15326; 9237 + 1582 + 4507 = 15326; 9478 + 1624 + 5638 = 16740; 9478 + 1634 + 5628 = 16740; 9673 + 1506 + 4583 = 15762; 9673 + 1586 + 4503 = 15762; 9856 + 1348 + 2376 = 13580; 9856 + 1378 + 2346 = 13580. For M=0 there is 20 solutions. Not acceptable.