Deductive Reasoning
No
The logical process of moving from a given statement or set of statements to a conclusion is called deductive reasoning. This type of reasoning involves drawing conclusions that are necessarily true based on the information provided in the premises.
A logical conclusion is a statement that can be inferred or deduced from the given premises by following a valid logical argument. It is an outcome that logically follows from the information provided and is considered to be true based on the validity of the argument.
A deductive statement is a logical argument where the conclusion is necessarily derived from the premises. It follows the structure of "if A is true, and B is a subset of A, then B is also true." Deductive reasoning aims to provide a valid and sound conclusion based on the given information.
Given a conditional statement of the form:If "hypothesis" then "conclusion",the inverse is:If "not hypothesis" then "not conclusion".
No
A logical conclusion is an assertion that can be inferred from premises based on deductive reasoning. It follows logically from the information provided and is considered a valid outcome of the given premises.
The process you are describing is known as a proof. In mathematics and logic, a proof is a structured argument that starts with axioms or previously established statements and uses logical reasoning to demonstrate the truth of a particular proposition. Each step in the proof builds on prior statements, ensuring that the conclusion follows logically from the premises. This rigorous approach ensures that the statement is validated within the framework of the given system.
inverse
conclusion
theorem
The two parts of a logical argument are the premise (or premises) and the conclusion. The premise is the part of an argument that visibly have evidence or logical steps to reach a conclusion. A conclusion is the result of the reasoning in the premise.