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Explanation: The three digits and are between and and distinct.
And from the rightmost column, we get
A + B + C = C
A + B = 10
If the sum is less than it could not be equal to So we must have a sum of or A + B = 10\
A + B + C = 10 + CAlso, we can not take , because each digit is positive.
So the largest value of the sum is:
999 + 888 + 777 = 2664
Hence, either or B = 1 or B = 2
Thus, we have the following possibilities:
A + 1 + C = 10 + C and A + 2 + C = 10 + C
On solving each equation, we get
A = 9 and A = 8 respectively.
Final Answer: Hence, the correct option is (A).
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