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2021下半年浙江教师资格证考试时间安排

发布时间:2021-03-26 14:27:10来源:转载

2021下半年浙江教师资格证考试时间已经确定,2021下半年浙江教师资格证考试时间10月30日。

2021年浙江教师资格证笔试时间具体安排如下

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" 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教师资格证笔试多少分及格?

教育部考试中心根据考试标准和当次考试情况,确定各科目全国统一的合格分数线。由于各个科目难度存在差异,其合格分数线不尽相同知。为统一各科目的道合格分数线,采用线性转换的方法,将考生0~150分量表上的原始成绩换算为0~120分量表上的转换分,并使各科目的合格分数线统一转换为70分。

幼儿园:综合素质(幼儿园)、保教知识zd与能力

小 学:综合素质(小学)、教育教学知识与能力

初级中专学:综合素质(中学):教育知识与能力:学科知识与教学能力 (初级中学)

高级属中学:综合素质(中学):教育知识与能力:学科知识与教学能力 (高级中学)

教师资格笔试各科满分是150分,成绩折合成绩120分,70分及格。

教师资格证考试该怎么备考

1、要结合考试大纲梳理教师资格证的考点脉络,由于教师资格证没有指定教材所以建议优先查看历年核心考点。

2、反复做历年真题,尤其是近五年的考试真题,只要把真题真题通透,基本考试都能通过;教师资格证考试的重点内容是基本固定的,每年虽有小幅度变化,但涉及主要内容却是基本不变的(相对于近3年考试而言)

从命题角度而言,真题的命题人是各学科专家,他们在征集题库的基础上,用专门时间,“封闭式”反复推敲而成,所以考生要仔细研究真题,模拟题可以一套不做,但如真题不做,一般很难通过考试。

3、在考前一个月左右做几套高质量的模拟试题进行知识点的查缺补漏,如果没有好的模拟试题就复习历年的考试真题即可,毕竟再优秀的模拟试题也远远没有考试真题的质量好。

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相关内容: 浙江教师资格证考试时间 2021下半年浙江教师资格证 教师资格证

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