Assuming each letter represents a unique digit, the equation “Rag + ozon + leg = (10)” can be solved by assigning values to each letter and checking the resulting sum.
Starting with the leftmost number, let’s assign “R” to be 1. This leaves us with “ag + ozon + leg = 9”.
Next, let’s assign “g” to be 2. This leaves us with “a + ozon + leg = 7”.
For “a”, we can assign 3. This gives us “o + ozon + leg = 4”.
Now, let’s assign “o” to be 4. This leaves us with “z + zon + leg = 0”.
At this point, we need to consider that the sum of the digits on the left-hand side of the equation cannot be 0. Therefore, there is no valid solution to the equation “Rag + ozon + leg = (10)”.