Each letter in the addition sentence AA+BB+CC=BAC.What are the values of A,B and c?

or:Each letter in the addition sentence AA+BB+CC=BAC.What are the values of A,B and c?or:AA=99BB=11CC=8899+11+88=198or:In the result of the sum, BAC,

or:Each letter in the addition sentence AA+BB+CC=BAC.What are the values of A,B and c?

or:AA=99BB=11CC=8899+11+88=198

or:In the result of the sum, BAC, there is a C in the units position. This tells us that A + B + C = 1C and A + B = 10Well, AA, BB etc. means simply A(10^1 + 10^0) = A * 11, ...(A + B) * 11 = 110.Only if C were to be 9, B could be 2:110 + 99 = 209But, as A + B = 10, A cannot be 0 (Look at the Tens position in the result BAC).Hence B = 1 andA = 9.Finally, subtract the 1 in the tens position of 110 from A to obtain C:C = 9 - 1 = 8.So the answer is:AA + BB + CC = BAC -> 99 + 11 + 88 = 198.

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