Final answer:
Substituting x(t) = 0 into x(1 - t) gives 0(1 - t) = 0, which is satisfied for all values of t.
Step-by-step explanation:
To determine the values of t for which x(1 - t) is guaranteed to be zero, we need to substitute x(t) = 0 into the equation x(1 - t) and solve for t.
Substituting x(t) = 0 into x(1 - t) gives 0(1 - t) = 0. This equation is satisfied for all values of t, since multiplying anything by zero gives zero.
Therefore, x(1 - t) is guaranteed to be zero for all values of t.