Final answer:
A OR (B OR C) evaluates to true, because in the logical OR operation, at least one operand must be true, and both A and C are true.
Step-by-step explanation:
The student asked about the logical evaluation of A OR (B OR C), given that A is true, B is false, and C is true. In logical operations, the OR operation is satisfied if at least one of the components is true.
Considering B is false, B OR C simplifies to the value of C, which is true.
Therefore, A OR (B OR C) simplifies to A OR True.
Since A is also true, and the OR operation only needs one true value to be satisfied, A OR (B OR C) ultimately evaluates to true.