御守 发表于 2022-3-13 16:41:12

《2018年中学教师资格证 《初中数学学科知识与教学能力》》百度网盘免费下载

课程名称:2018年中学教师资格证 《初中数学学科知识与教学能力》
百度网盘链接:https://pan.baidu.com/s/1o-Gath5nb2i0JctIrUI4dg?pwd=ckbp 提取码:ckbp
资源目录:
2018年中学教师资格证 《初中数学学科知识与教学能力》
课时9-第3章第2--3节数列与极限.mp4
课时8-第3章第1节不等式.mp4
课时7-第2章第2--3节基本初等函数、三角函数.mp4
课时6-第2章第1节函数的概念.mp4
课时5-第1章1--2节集合、逻辑与算法初步.mp4
课时4-第四章 第1--2节综合与实践.mp4
课时3-第三章 第1--2节统计与概率.mp4
课时28-第2--3章教学实施与教学评价.mp4
课时27-第1章第1--2节教学设计概述和工作.mp4
课时26-第1--3章教学原则过程与方法和概念、命题与问题解决及学习方式.mp4
课时25-第2--4章初中数学课程的内容标准和实施建议与评价建设.mp4
课时24-第1章第1--4节初中数学课程概述.mp4
课时23-第3章1--3节空间解析几何.mp4
课时22-第2章第4--7节线性(方程组、空间、变化)及二次型.mp4
data:image/jpeg;base64,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

页: [1]
查看完整版本: 《2018年中学教师资格证 《初中数学学科知识与教学能力》》百度网盘免费下载