mba mpa 联考逻辑（mba mpa 联考逻辑）.doc

mba mpa 联考逻辑（mba mpa 联考逻辑）.docmba mpa 联考逻辑(mba mpa 联考逻辑)
I. breakthrough law.
Generally exist in the problem of doing more specific conditions. A condition that has a high frequency or a positive deny option.
Observe whether there mon key points and contradictions in different conditions.
Two. Exclusion. Commonly used!
Three, substitution method. Forward substitution and backward substitution.
Four, the hypothesis method.
Five chart method.
Six, ranking method.
Seven. Calculation method.
Matching elements is encountered with diagrams, positional relationships puted by sorting, and numeric classes are considered. plicated, consider assumptions, substitution, and exclusion.
Third: possibility reasoning.
Argument M - the way of argument - argument N.
Arguments: facts, arguments, facts, theories, arguments.
An argument is a point of view which the arguer claims and is to prove in the course of proof.
An argument is a justification used by an argument to support or refute an argument.
Reasoning is also the way of reasoning.
1 known M, to launch N, conclusion type title.
2 known N, looking for the prerequisite M, as a prerequisite topic. M is only one of the necessary conditions. It must bined with other conditions.
3, strengthen the argument, strengthen any of the three, strengthen the type of topic.
4 weaken the argument, weaken any of the three, and weaken the problem.
5, if there is a contradiction between M and N, it is impossible to transition, and the intermediate item P should be sought, so that M - P - N is an explanatory subject.
6, we need to ments on the M - N argumentation, and then ment on the way of argumentation - for evaluation questions.
When solving problems, pull out the trunk and sort out the relationship between M and N.
Argument requires that the premises must be true, and reasoning does not.
Three will be hidden in the subject, we must learn to tap.
1, "conclusion", when the "conclusion", and then the statement is the argument, the actual examination