We start with certain premises and by logical deduction, step after step after step, we come to a particular conclusion.
首先，要有特定的前提,然后通过逻辑推理，一步步地，得出一个特定的结论。
Yet, if the premises (' all men are tall, Fred is a man ') are not true then although the argument is rational and logical, it remains false.
但是，如果前提(“所有男人都很高，佛瑞得是个男人”)不成立，那么即使论证合情合理而富有逻辑，结论依然是谬误。
In mathematics a logical statement that involves three propositions: the major premise minor pre-mise and conclusion. the conclusion is necessarily being true if the premises are true.
在数学中，含有三个命题的一类逻辑陈述。当两个前提为真时，结论为真。
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