Deductive reasoning goes from a general to a specific instance.
For example, if we say all primes other than two are odd, deductive reasoning would let us say that 210000212343848212 is not prime.
Here is a more "classic"example of deductive reasoning.
All apples are fruits
All fruits grow on trees
Therefore, all apples grow on trees
Drawing a general conclusion from specific observations
making a general inference from particulars
Inductive reasoning leads to a conclusion that's _____ to be true.
A.
likely
Inductive reasoning takes principles and other information to come to a conclusion. This process allows one to reach a general conclusion.
Leads to a result that are less certain than deductive reasoning (Apex)
conjecture
In general terms, a line of reasoning is a thought-process through which someone (or, a group of persons) arrives at a conclusion or insight of some kind. Beginning with a question, or perhaps a problem to be solved, the mind (or minds) involved takes step after intellectual step in order to figure out the truth, the solution, the goal, the next steps, etc.
Because the conclusion is based on what has been found out through doing the research. If you haven't done any research how can you come to any conclusion
The question tag suggests : Is Debate in English about : end is more important than mean would imply two factors 1. End 2. MeansEnd in any English debate is the conclusion through logic while mean is the tools applied eg logical deductive/inductive or completely illogical.previous comment: WikiANSWERS is a site for answering questions with a definitive answer and not a debate and discussion site. Suggest that you move this premise to a blog, chatroom or discussion site.
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Reasoning is a thought process involving logic. Rather than making arbitrary or "gut" decisions, choices can be made by going through the rationale supporting each action and deciding what is logical.
Through inductive reasoning
A conclusion is a decision reached through reasoning. A result usually thought of as the product of a mathematical process. So a result is on kind of conclusion.
true
Inductive reasoning involves making general conclusions based on specific observations or evidence. Deductive reasoning starts with a general principle or hypothesis and applies it to specific cases to reach a conclusion. Inductive reasoning moves from specific to general, while deductive reasoning moves from general to specific.
inductive reasoning Deductive Reasoning A+
A conjecture
A Theory is a hypothesis that has withstood testing, but cannot be proven infallibly true, meaning that the only way to form a theory is through scientific testing. Reasoning is necessary to form a hypothesis, which will be considered a theory once tested and supported by the results. Two types of reasoning are Inductive Reasoning and Deductive Reasoning.Inductive ReasoningMaking observations and extrapolating to come to a conclusion beyond the scope of current information. i.e.The grass outside is greenthereforeAll grass is greenDeductive ReasoningUsing logic to reach a conclusion, specifically when the conclusion necessarily follows the premise(s). i.e.This mouse is grayandAll gray mice are fastthereforeThis mouse is fastOnce you have a hypothesis, it can be tested using the Scientific Method.Scientific MethodAsk a questionDo background researchConstruct a hypothesisTest your hypothesis using an experimentAnalyze data and draw a conclusionCommunicate your resultsIf the results of the experiment support the hypothesis, then it is considered true. If others are able to duplicate the experiment and achieve the same results, the hypothesis will be considered a theory.inductive
People create inductive arguments by organizing the strongest possible support for a contention. Inductive arguments do not offer absolute proof, but they offer evidence in support of a point that cannot be proven through deductive reasoning.
Aristotle. Plato's finest student was Aristotle (384-322 B.C.). He founded a school in Athens called the Lyceum. In contrast to Plato's purely metaphysical or idealistic approach to philosophy, Aristotle was more practical, scientific, and realistic. He approached problems by thinking through the evidence. In this manner, he explored all possibilities and as many examples as possible before reaching a conclusion. This is called inductive reasoning, and it formed the foundation of the Western scientific method.
Syllogism is a two step method of reasoning which has 2 premises and a conclusion. People use syllogisms to facilitate an argument through logical reasoning.
inductive reasoning
moving from general conclusions to specific observations