Formal logics are a method of expressing statements and arguments in a precise and unambiguous manner. Synonyms for formal logics include symbolic logic, mathematical logic, and deductive reasoning. These terms describe the process of reasoning which relies heavily on symbols and mathematical concepts to represent logical arguments. These methods are used in a variety of fields including computer science, philosophy, and mathematics. Formal logics are essential for constructing complex algorithms, designing computer systems, and proving theorems. They provide a rigorous foundation for logical reasoning that ensures accuracy and precision in mathematical and scientific fields. So whether you call it formal logic, mathematical logic, or symbolic logic, it is the methodology that makes all the difference in ensuring accuracy.