If the method is called as `question(8, 3)`, the method will return `5`.
Here's how the recursion works:
1. The initial call is `question(8, 3)`.
2. Since `x` and `y` are not equal, the method calls `question(x-1, y) + 1`, which is `question(7, 3) + 1`.
3. Since `7 != 3`, the method calls `question(6, 3) + 1`.
4. This continues until `question(3, 3)` is called, at which point the method returns `0`, since `3 == 3`.
5. Now each previous call can be evaluated: `question(4, 3)` returns `1`, `question(5, 3)` returns `2`, `question(6, 3)` returns `3`, `question(7, 3)` returns `4`, and finally `question(8, 3)` returns `5`.
So the final output of `question(8, 3)` is `5`.