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1994年3月,中国数学会普及工作委员会第八届年会(福州会议)对全国初中联赛进行了专题研讨,本着减轻负担、降低难度的精神调整了题型题量,江苏省数学会作为东道主,贯彻了会议的精神,坚持了“大众化、普及型、不超纲、不超前”的原则,初步反映是好的,难度没有超过1994年(陕西命题)。 普遍认为,题型是大众化的,方法是普及型的,题目不偏不怪也不俗气,考查通理通法但有新鲜的设计。第二试中的第一题,落落大方,考常规综合几何证题方法,但有第29届国际竞赛第5题的背景;第二题虽有
In March 1994, the 8th annual meeting of the China Mathematical Society Popularization Working Committee (Fuzhou Conference) conducted a special discussion on the national junior high school league, adjusted the amount of questions based on the spirit of reducing the burden and reducing the difficulty. The Jiangsu Mathematical Society serves as The host, implementing the spirit of the conference, adhered to the principles of “popularity, universality, non-overclassing, and no advancement”. The initial response was good and the difficulty did not exceed 1994 (Shaanxi proposition). It is generally believed that the question type is popular, the method is universal, and the subject is not biased nor vulgar. Examine the common method but have a fresh design. The first question in the second test was graceful, and it used the conventional method of comprehensive geometric test, but there was a background to the fifth question of the 29th International Competition;