2018上半年教师资格面试真题:高中美术(5.20下)
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:高中美术(5.20下),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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