Question

Each letter stands for a different digit. What

number does ABC represent?
АА
ВВ
+СС
____
АВС

Answer 1

ABC=198

Explanation:

If you do 11+99+88 then you get 198 which is true to the problem that you have.

Answer 2

• A = 1, B = 9, C = 8

Explanation:

Given:

• AA + BB + CC = ABC

Rewrite it as:

• 11A + 11B + 11C = 100A + 10B + C
• 89A = B + 10C

Since all A, B, C are integers from 0 to 9, A can be 1 only, then we have:

• B + 10C = 89

or

• CB = 89

It gives us:

• C = 8, B = 9

The equation is:

• 11 + 99 + 88 = 198