\(\mathrm{A}(\mathrm{n})\) _____________ tells the compiler that a specific class will be declared later in the program.

In programming languages like C++ and Java, the organization of code is essential for proper functioning and readability. Classes are a way to organize code, and sometimes it is necessary to let the compiler know that a specific class will be declared later in the program. This concept of informing the compiler about the future declaration of a class is known as Forward Declaration.

Forward Declaration is used to avoid circular or recursive dependencies between classes. When a class depends on another class that hasn't been defined yet, forward declaration can resolve these dependencies and avoid any possible compilation errors. It is a way of informing the compiler about the existence of a class even before it is actually defined in the code.

Let's take an example in C++ to understand the need and usage of forward declaration: Consider two classes, ClassA and ClassB. ClassA has a member function which has a parameter of type ClassB, and ClassB has a member function with a parameter of type ClassA. This creates a circular dependency between these two classes. To resolve this, one can forward declare one of the classes before defining the other class. Example code in C++: ```cpp // Forward Declaration of ClassB class ClassB; class ClassA { public: void someFunction(ClassB objB); }; class ClassB { public: void someFunction(ClassA objA); }; ``` In this example, we forward declare ClassB before defining ClassA, so the compiler knows that ClassB exists and will be defined later.

\(\mathrm{A}(\mathrm{n})\) tells the compiler that a specific class will be declared later in the program. This concept is known as Forward Declaration, which is used to resolve circular or recursive dependencies between classes. It is a helpful programming technique for avoiding compilation errors and maintaining well-structured and organized code.