张朝朝 发表于 2021-1-18 12:44

初一几何刷题,求资源

普娃,没想到对几何这么没感觉,想请圈子里的大拿们分享一下资源刷刷题data:image/jpeg;base64,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

leela 发表于 2021-1-18 14:00

买本学而思的几何刷刷

张朝朝 发表于 2021-1-23 12:45

甘博士 发表于 2021-1-18 14:55
平面几何辅导书pdf下载:

http://www.qianfanedu.cn/thread-235587-1-1.html

谢谢Forrest同学
页: [1]
查看完整版本: 初一几何刷题,求资源