In which of the following arguments ‘the relation that exists between premises and conclusion is that of logical necessity’?
In which of the following arguments ‘the relation that exists between premises and conclusion is that of logical necessity’? Correct Answer Deductive
Reasoning refers to the process by which an individual reaches a conclusion and how they believe the conclusion to be true. The various kinds of reasoning are:
- Deductive Reasoning:
- It is based on logic i.e. reasoning out to get a valid inference. If there is a general reality, it is considered to hold valid for the specific situation too.
- For example, consider the two statements: All dogs have four legs (general statement) and Naren has a dog (Specific). From this, one can conclude that Naren’s dog also has four legs. The two arguments presented are called premises, and one draws a conclusion assuming the premises are true.
Generic Premises to Specific Conclusion through logic is Deductive Reasoning
- Inductive Reasoning:
- It uses a set of specific observations to reach an overarching conclusion. It is the opposite of deductive reasoning. An inductive reasoning’s success is a matter of degree, unlike deductive arguments. For example, consider the two statements: Most dogs have four legs and Naren has a dog, and conclude that Naren’s dog has four legs, then it is inductive reasoning.
Many Specific Occurrences to Generic/Specific Conclusion is Inductive reasoning
- Analogical Reasoning:
- Analogical reasoning rely on analogies. So, when we make use of analogical arguments, it is important to make clear in what ways are two things supposed to be similar. Analogies are again comparisons and the conclusion is based on inductive reasoning (prevalence).
Analogical arguments to Inductive reasoning through comparison
- Demonstrative Reasoning:
- Here, arguments mean some conclusion is proved, so it is not logic but proof that supports the conclusion. Again, it is inductive reasoning that is used to conclude demonstrative arguments.
Demonstrative arguments to Inductive reasoning through proof/demonstration
Hence, it is clear from the above points that deductive reasoning requires a valid conclusion that is drawn from the logical relationship between the premises.