2018上半年教师资格面试真题:高中数学(5.20上)
2018年上半年教师资格证面试考试时间是5月19日-20日。文都教师考试网小编在考试结束后整理发布2018上半年教师资格面试真题:高中数学(5.20上),方便考生了解自己本次教资国考面试的难点、盲点,并对相应科目的成绩进行估分。尚未参加考试的学员可根据真题内容及时调整复习计划。更多教师考试资讯敬请关注文都教师考试网!https://jiaoshi.wendu.com/jiaozi/mianshi/data:image/png;base64,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
>>>热点阅读:2018上半年教师资格证考试面试真题及答案解析
>>>热点阅读:【直播】2018下半年教师资格考试通关指导课
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