Analogical reasoning draws a conclusion about one case by comparing it with another similar case. It emphasises shared relevant features to support the inference. The strength of the argument depends on the number and importance of these similarities. Therefore reasoning that relies on similarity between situations is aptly called analogical reasoning.
Option A:
Option A, deductive, does not primarily involve comparison of cases but derives conclusions from general premises. Deduction seeks necessary truth rather than similarity-based support. Thus deductive is not the label for similarity-based reasoning.
Option B:
Option B, causal, focuses on identifying cause–effect relations and may or may not involve comparison. While analogies can illustrate causal claims, causal reasoning is conceptually distinct. Hence causal is not the best description of the reasoning in the stem.
Option C:
Option C names analogical reasoning, which explicitly uses similarity between cases to justify a conclusion. It is common in legal reasoning, everyday arguments and scientific modelling. This makes analogical the correct answer here.
Option D:
Option D, mathematical, refers to reasoning with numbers, symbols and formal structures. Mathematical proofs are usually deductive rather than similarity-based. Therefore mathematical reasoning does not capture the comparative nature described in the question.
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