河北特岗备考技巧之主观题•案例题进入阅读模式
特岗考试中的主观题是各位考生的重要拿分部分,但同时也是很容易丢分的部分,尤其是对于案例分析题,很多小伙伴总是无从下手,不知从何写起,又或者答非所问等。案例题真的很难么?接下来,我们就一起揭开它的神秘面纱。
一、出题方向大搜罗
![河北特岗备考技巧之主观题•案例题](//www.zgjsks.com/uploadfile/2023/0201/20230201024813312.png)
纵观2017年-2021年的题目不难发现整体考查的难度有所提升,出题的角度也逐渐多元化,整体题目更倾向于半开放式,侧重考查从教师角度回答应该怎么做。相对考查较高的知识点主要是新课改、职业道德和素质教育等。除此之外也涉及了偏难的知识点,如:落实心理咨询活动的基本原则。所以,在常规备考的基础上,可以总结一些万能答题话术。
二、巧思作答细梳理
对于案例题,大家先别慌,我们先看问题来锁定知识点,再回材料中找到关键内容对应,最后,分条列点呈现。
![河北特岗备考技巧之主观题•案例题](data:image/png;base64,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)
【珍题示例】张老师拿到砖头时,问学生:“大家说砖头是用来干什么的?”学生抢着回答:“盖房子,砌墙。修小桥,铺路。当凳子,垫脚……”也有的同学喊道:“做武器,打人……”大家哄堂大笑但也觉得在理。安静下来后。
赵子涵站起来说:“做艺术品。”大家一愣,不知所云。赵子涵平静地说:“过去人们经常拿来进行艺术雕刻。”老师点点头,赞同道:“对,那叫砖雕。”这时学生们活泼了起来:“可以当粉笔在地上写字,放在乒乓球台中间当网子,剁成小碎块做游戏……”
请根据创造性思维的特点,对上述案例进行分析。
【精彩呈现】
创造性思维主要包括流畅性、变通性和独创性三个特点。
(1)流畅性是指个人面对问题情境时,在规定的时间内产生不同观念的数量的多少。该特征代表心智灵活,思路通达。对同一问题所想到的可能答案越多,即表示他的流畅性越高。材料中,学生抢答砖头能够用来盖房子、砌墙、修小桥、铺路、当凳子、垫脚等用途。在有限的时间内,学生回答的砖头的用途很多,体现了学生们思维的流畅性高。
(2)变通性,即灵活性,指个人面对问题情境时,不墨守成规,不钻牛角尖,能随机应变,触类旁通。对同一问题所想出不同类型答案越多者,变通性越高。材料中,学生们回答还可以当粉笔在地上写字,放在乒乓球台中间当网子,剁成小碎块做游戏等,说明学生们能够不墨守成规,随机应变,体现了思维的变通性。
(3)独创性是指个人面对问题情境时,能独具慧心,想出不同寻常的、超越自己也超越前辈的意见。具有新奇性。对同一问题所提意见愈新奇独特者,其独创性越高。材料中,赵子涵回答说做艺术品,做砖雕,是别人都没有说出的、新异的、独特的,体现了思维的独特性。
(责任编辑:张建平)