Moore Machine is an application of: ans. Finite automata without input Finite automata with output Non Finite automata with output None of the mentioned

The correct answer is:

Finite automata with output

Explanation

A Moore Machine is a type of finite state machine that produces outputs based solely on its current state, rather than on the input it receives. This is what distinguishes it from other types of machines, such as Mealy Machines, where outputs depend on the state and the current input.

In a Moore Machine, the output is attached to the states of the machine. This means that every state has a fixed output associated with it, which is produced whenever the machine is in that state. The transitions between states are determined by the input, but the output does not change until a transition alters the state. This characteristic of output dependence on state rather than input qualifies it as a form of finite automata with output.

Understanding this distinction is crucial in fields such as computer science, especially in the design and analysis of algorithms and digital circuits. Moore Machines are often utilized in various applications, including control systems and sequential logic circuits, due to their predictable output behavior based on the current state.