Korean J General Edu Search

CLOSE


Korean Journal of General Education 2011;5(2):117-157.
Published online November 30, 2011.
Necessary Considerations in Solving Inference/Argument Problems
Chung Gyoo Woo
추리논증문제풀이 숙지사항
우정규
Abstract
Questions contained in inference/argument problems of Korean LEET and PSAT are made for students s abilities of intelligence. We can find correct answers by judging/processing given data of deductive inference problems and inductive practical arguments problems logically. In order to improve students problem solving abilities, we can use early-made questions of LEET/PSAT/LSAT. By instructing them to students, they have got to gain interest in logic and to get more points in tests. In this article, many tips are suggested for inference/argument questions. These are included: the basic structure of inference/argument, kinds of logical connectives, 4 kinds of categorical propositions and their meanings and relations, inferential schemas(or rules) for supplementing missing premises, universal propositions and existential propositions and their relations(especially existence-implying problems), and reconstructing given informations. Understanding and exercising inference/argument early-tested questions of LEET/PSAT, not only students but also instructors of logic are able to understand it and improve logical inferential abilities.
Key Words: Problem-solving, inference and argument, basic structure of an argument, categorical propositions, inference rules, equivalence rules, propositions implying existence
TOOLS
Share :
Facebook Twitter Linked In Google+ Line it
METRICS Graph View
  • 551 View
  • 3 Download
Related articles in Korean J General Edu


ABOUT
ARTICLE CATEGORY

Browse all articles >

BROWSE ARTICLES
EDITORIAL POLICY
AUTHOR INFORMATION
Editorial Office
203-827. Chung-Ang University
84, Heukseok-ro, Dongjak-gu, Seoul, Republic of Korea, 06974
Tel: +82-2-820-5949    E-mail: hangang331@cau.ac.kr                

Copyright © 2022 by The Korean Association of General Education.

Developed in M2PI

Close layer
prev next