Deductive reasoning starts from general premises, theories or principles and derives specific hypotheses or predictions that must follow if the premises are true. In research, this logic underlies many quantitative studies where hypotheses are formulated from existing theory and then tested against empirical data. If the data contradict the predictions, the theory may need revision. Thus, the movement from general to specific predictions described in the stem is characteristic of deductive reasoning.
Option A:
Inductive reasoning moves in the opposite direction, from specific observations to broader generalisations or theoretical propositions. It is more exploratory and does not begin with established general principles, so inductive reasoning does not match the description given in the question.
Option B:
Deductive reasoning provides a clear logical structure in which, if the premises are sound and the reasoning valid, the conclusion must be true. This feature makes it suitable for designing hypothesis-driven studies where empirical tests can potentially falsify theoretical claims. These aspects align closely with the stem.
Option C:
Abductive reasoning involves generating the most plausible explanation for a surprising observation, often using inference to the best explanation rather than strict logical deduction. It does not necessarily move from general laws to specific testable predictions in a formal way, so abductive reasoning is not the best answer.
Option D:
Analogical reasoning draws conclusions based on perceived similarities between two situations or domains, which may support speculation but not guarantee logical necessity. It is not the systematic general-to-specific logic described in the question, so analogical reasoning is not appropriate here.
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