Explanation:
so, we need to find the x values (A) that create the defined result values (f(x)) of B.
so, when taking the lower interval limit of B as the first f(x), we get
-1 = (x-2)/3
-3 = x - 2
-1 = x
so, the lower interval limit for A is also -1.
-1 as input value for the function delivers also -1 as functional result.
now for the upper limit :
2 = (x-2)/3
6 = x - 2
8 = x
so, the upper interval limit for A is 8.
and since the limit is excluded for B, it is also excluded for A.
so, C) is the correct answer.